#help-23

1 messages · Page 320 of 1

slow mesa
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I don't know if it's correct

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and now i'm kinda stuck

slow mesa
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.close

safe radishBOT
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crude star
safe radishBOT
crude star
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how is $n \bar{x} \bar{y}$ = 2476 here?

flat frigateBOT
crude star
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shouldnt it be $n \bar{x} \bar{y} = 10 \frac{460}{10} \frac{760}{10}$

flat frigateBOT
crude star
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which is way bigger thn 2476

safe radishBOT
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@crude star Has your question been resolved?

safe radishBOT
#

@crude star Has your question been resolved?

safe radishBOT
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feral thicket
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Anyone can explain how to graph 5 b and Q6

feral thicket
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Also for Q5 a

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I’m assuming this is correct

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Nvm i got it

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@shy beacon can u check q5 a tho

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That’s correct right

shy beacon
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Your first answer?yeah it seems right to me

feral thicket
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Yeah thanks

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.close

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feral thicket
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How of close

#

Oh

safe radishBOT
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next olive
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i need help with zis question

safe radishBOT
next olive
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hello uh, im stuck at collecting like problems which i think i got until i got to THIS question i know the -4 one is 3 -n and I DONT know how, but the answer sheet said 1 and unlike some people i want to actually know how to get 1 ive been stuck at this for HOURS

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thata

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and i really am confused on how like problems work at all!!

austere cypress
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i'm not sure i understand what you're saying

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what do you mean by "-4 is 3 - n"?

next olive
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thats what i got

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for the question before 3n + 3 and 2n^2

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im confused abt how do you get 1 from 3n + 3 + 2n squared 2

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how would you BE able to subtract THAT

delicate sphinx
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Can you show the original problem?

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It doesn't make sense because you have two different variables

next olive
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its this image

delicate sphinx
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Without the writing on it

next olive
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genuinely confused

haughty anchor
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you have an x over the N

next olive
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my bad

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but yes i got the first one right specifically

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but the one 3n

delicate sphinx
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Show your answer key too

next olive
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  • 3 + 2n^2
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alr

haughty anchor
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are you just simplifying?

next olive
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i think so,

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i dont know how to get the 1 though

delicate sphinx
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Show your answer key

next olive
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getting it

delicate sphinx
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It does not make sense that it's 1

haughty anchor
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collect your terms first

constants: -4 +3
terms of n: -3n
terms of n^2: -2n^2 + 2n^2

awsner: -1-3n

safe radishBOT
haughty anchor
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oh my bad

next olive
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i outlined it

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cause its too blurry

delicate sphinx
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That says -3n - 1

next olive
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so howd you get 1

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in that equation

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WAIT

delicate sphinx
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You said that

next olive
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i think you got it wrong

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i think its my bad as well

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i meant to be as

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the first one before 3n + 3 + 2n^2 is a seperate simplified polynomial or whatever

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im stuck at the 2nd one

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how would you subtract

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if you had like

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only plus's

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and squared

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is there anything im missing

delicate sphinx
delicate sphinx
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Reorganize the terms

next olive
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alrighty

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after grouping the terms

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how would i simplify them

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or something

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to get 1

delicate sphinx
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What do you get when you regroup the terms?

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What does it look like?

next olive
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..oh my gosh

delicate sphinx
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The answer key doesn't even say 1

next olive
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but it does

delicate sphinx
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Where does it say 1?

next olive
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Right there

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  • 1
delicate sphinx
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That's - 1

next olive
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Wait

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What's the difference

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Can you explain

delicate sphinx
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-1 and 1 is not the same

next olive
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OH

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OHH

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I meant - 1

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How'd you get -1

delicate sphinx
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Did you group the terms?

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What does it look like when you do that?

next olive
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Well minda

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I do it in my mind

delicate sphinx
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That's not what I'm asking

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If you're having trouble doing it in your mind, you should do it on paper instead

next olive
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I know that the 2x^2 and 2x^2 r the same

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And are like terms

delicate sphinx
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Where did the x come from?

next olive
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WAIT

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Wrong question

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I keep relooking at the wrong question at the page

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I know that 3n and 3 are the same and I was thinking there like terms

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But I genuinely don't get how to group them together, like the last question I did

delicate sphinx
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No those are not like terms

next olive
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Can you explain

delicate sphinx
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Like terms are terms that are the same variable and the same power

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3n and 3 are not like terms because 3n has an n while 3 does not

next olive
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Ohh

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So which ones can be grouped?

next olive
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i cant tell

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which one can be grouped

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thats what i meant

austere cypress
delicate sphinx
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You have -4 -2n^2 - 3n + 3 + 2n^2

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Group the terms that have the same variable and the same power

next olive
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alright

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would i put the terms

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without similar variables/same variables

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and power

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its own group

austere cypress
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it's a group with one element

delicate sphinx
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You can just separate those, it's not going to be its own group. You're just grouping like terms, you're overthinking this

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Start with -4, what terms are considered like terms with that?

next olive
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uhhh

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3?

delicate sphinx
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https://www.youtube.com/watch?v=eNv4fHb7OvU&ab_channel=MathwithMr.J
If you're having trouble I suggest watching something like this

Welcome to An Intro to Combining Like Terms with Mr. J! Need help with simplifying expressions by combining like terms? You're in the right place!

Whether you're just starting out, or need a quick refresher, this is the video for you if you're looking for help with how to combine like terms. Mr. J will go through examples of simplifying express...

▶ Play video
next olive
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alr

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thanks

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thanks for your help

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.close

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#
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tardy violet
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Hi how do you do part iii

safe radishBOT
frank horizon
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and use the factorization you got in ii to solve for cos theta

austere belfry
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yes

tardy violet
frank horizon
vagrant ice
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the idea is that if you sub theta = pi/8, then because x = cos theta
x = cos(pi/8)

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so cos(pi/8) is one of the solutions of 8x^4 - 8x^2 + 1 = 0

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now the question is: which one though?

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well you are finding cos of an angle in the 1st quadrant, so it has to be positive

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great, that eliminates two of the negative solutions

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now you also need to realise that cos(pi/8) > cos(pi/4) = 1/sqrt(2)

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that gives you the only value that works

vagrant ice
tardy violet
vagrant ice
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by only considering the positive roots, that reduces it to 2 possible values of cos(pi/8)

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you need to eliminate one more root to find the unique candidate of cos(pi/8)

tardy violet
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ohh right

vagrant ice
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so the value of cos(pi/4) must be less than cos(pi/8)

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but we know that cos(pi/4) = 1/sqrt(2) already

tardy violet
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so the value has to be more than 1/sqrt(2)?

vagrant ice
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that's enough info to figure out the unique value

tardy violet
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that makes a lot of sense thank you!

vagrant ice
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no worries!

tardy violet
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.close

safe radishBOT
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neon ginkgo
#

can sm1 help me with geometry i have been sleeping for the whole time in class can sm1 sed me the curriculum i have 10 hours left to study

vagrant ice
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if you really want to use your time well, practice on Khan Academy

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also you should find out what you are going to be tested on
email your teacher for a list of topics

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I swear you or someone else has posted the exact same question

kind tinsel
neon ginkgo
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what should i need to review everything

humble fossil
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well..

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ig that’s what u get for sleeping !! do u even know any geometry contents

vagrant ice
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a lack of sleep makes you forget things you already know

neon ginkgo
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i just review everything?

vagrant ice
neon ginkgo
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u mean few hours

vagrant ice
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if you can sleep in class and know what topics you've covered each lesson

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great

mossy lotus
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wdym lack of sleep? did you not read what he said? He has so much sleep in store already

vagrant ice
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but it doesn't sound like that

mossy lotus
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I hate my internet

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so much delay

neon ginkgo
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it wasnt my sleep much it was also a lack of chapters my teacher didnt cover

vagrant ice
neon ginkgo
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my teacher is dead asleep

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and hasnt sent any emails we had a real teacher for 5 months so we didnt get to cover all chapters

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what shouldi be focusing on

humble fossil
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Did he not say the topic of the test

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wait

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u were asleep..

neon ginkgo
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i slept for the last review of class

humble fossil
delicate sphinx
neon ginkgo
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its all the topics

humble fossil
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boy the first semester is almost over wdym all the topics

neon ginkgo
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ahhh tbh i just wanted to get it over the way cause its to ez

delicate sphinx
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If it's "to ez", then you don't need to study

vagrant ice
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I mean if you are fine with sleeping in class and bombing your test, it's not our job to make you care about school

neon ginkgo
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that was a lie

vagrant ice
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or if you can somehow ace your test (real, happens to a lot of gifted students, and then they realise they don't know how to study)

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(when something slightly exceeds their skill level)

neon ginkgo
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i just want to finish studying geometry cause i have to study for another course

vagrant ice
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just a warning, what you didn't learn previously in maths may come back to bite you

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actually will, if you study enough maths at a high enough level

neon ginkgo
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proving congruence

vagrant ice
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we're talking algebra 1/2, precalc, and calculus

vagrant ice
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until you do proofs at uni

neon ginkgo
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im taking algebra 2 over the summer

vagrant ice
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you'd be surprised at how many questions have hidden circle theorems in high school though

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like it will be coordinate geometry, or look like it

neon ginkgo
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so i have 1/2 of the year t study geometry then the other half for algebra 2

delicate sphinx
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You know, you just spent 20 minutes here when you could have been studying

vagrant ice
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and you'll need angle at the centre is 2x that on the circumference

neon ginkgo
humble fossil
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boy just study the triangle congruence theorems

vagrant ice
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do you not even know ppl from class who might know the syllabus?

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(someone in hlounge said this)

neon ginkgo
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oh

vagrant ice
neon ginkgo
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i have the syllabus there are alot of lessons that are missing which caused to fail a test

neon ginkgo
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her

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here

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u see dividing line segments is missing

vagrant ice
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probably in a previous year's syllabus

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hey, maths builds on what you've learned before

neon ginkgo
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this is a question from what im taslking abt

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The coordinates of the endpoints of
AB
are A(3,1) and B(19,9). Point C is on
AB
and divides it such that AC:BC is 3:5.
What are the coordinates of C?

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she never taught that and i got a 59 percent on my test

humble fossil
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has all the lessons and videos for geo

neon ginkgo
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bro..

humble fossil
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take ur chances

neon ginkgo
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im playing clash royale gimme a ec

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sec

gleaming hawk
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.-.

humble fossil
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Ykw..

neon ginkgo
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dont make me lose

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im losing flip

humble fossil
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bitch get off the phone

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or the game

neon ginkgo
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hahahaha' i won

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i got a 59 but the average is a 40

gleaming hawk
neon ginkgo
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so i failed but

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....

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ok lemme get off my phone

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anyone play cr?

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nvm

languid quest
neon ginkgo
#

im masters 1 ok lemme study i also donh have gw for any class

vagrant ice
neon ginkgo
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ik how to do it

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but i learned it on my own

gleaming hawk
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What should we tell you

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What do you want us to say

neon ginkgo
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tbh i want a hard math problem ima try and solve

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anyone have algebra 2 lesson plan?

vagrant ice
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lmao.......

neon ginkgo
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i have a whole week off

gleaming hawk
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.-.

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I genuinely don't know what he is talking about

humble fossil
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Ur gonna take geometry instead of algebra 2 in the summer if u don’t raise that grade up tf

neon ginkgo
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i have 4.0

humble fossil
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and also who takes alg 2 in the summer

neon ginkgo
#

me

humble fossil
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disgusting

neon ginkgo
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im taking it for fun ig

humble fossil
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hope u suffer <33

languid quest
#

Don’t be elitist

vagrant ice
#

do you need our help or do you not need our help right now

neon ginkgo
#

yeah

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how do i find the circumfrence of a circle

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im stuck

vagrant ice
#

are you trolling us

neon ginkgo
#

nah

delicate sphinx
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Google the formula

gleaming hawk
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Circumference of circle

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Are you on heroine?

neon ginkgo
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no im on fent and cocaine

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whats the hardest part of geometry?\

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chess 1v1?

languid quest
neon ginkgo
#

u guys know a mock test i can take?

neon ginkgo
#

im so close to masters 2 with royale recruits drill

gleaming hawk
#

<@&268886789983436800>

versed wave
hard crest
#

.close

safe radishBOT
#
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eager garden
safe radishBOT
eager garden
#

anyone can help me with this

humble fossil
#

what’s with the ln

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wait

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I see it now

eager garden
#

yes

humble fossil
eager garden
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it didnt work

humble fossil
#

Interesting

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there’s no space between the 1/9 and ln right

eager garden
#

no

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no there are not any spaces

humble fossil
#

okay weird

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it’s all correct

eager garden
#

hmm

humble fossil
#

maybe do absolute value on the outside and parentheses in the inside

#

like ln |sin(9x)|

safe radishBOT
#

@eager garden Has your question been resolved?

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deft sparrow
#

i nida some help. I got ''0'', thats ok?

safe radishBOT
empty gyro
#

Hmm

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Actually I'm not 100% certain

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Zero feels right but I'm not certain

eager plover
#

Lemme see

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It would help if I could see your work

gusty trench
#

since the thing looks like 0 / 0, just lhopitals and apply FTC

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denominator becomes 3x^2, numerator becomes (integral from 1 to x of ue^-u du)^2 * e^(integral from 1 to x of ue^-u du) * d/dx (integral from 1 to x of ue^-u du) = (integral from 1 to x of ue^-u du)^2 * e^(integral from 1 to x of ue^-u du) * xe^-x from FTC

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as x goes to 1, the denominator goes to 3, and the numerator goes to 0 since the integrals collapse

eager plover
#

Can’t just go off of vibes to use lhopitals yk?

gusty trench
#

there's your 0 / 0

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you only need it to be 0 / 0 after direct substitution

zinc berry
#

To be intentionally annoying, a typical calculus class doesn't teach the continuity of a functions like f(x) = int_a^x g(t)dt to evaluate a limit like that, but a regular course would not ask something like this to begin with

gusty trench
#

also just evaluated the thing with wolfram, it also gives 0 lol

deft sparrow
#

I got a similar idea. After all, that was correct

deft sparrow
#

National University of San Marcos

eager plover
eager plover
deft sparrow
#

Thanks to everyone, this group is very active

deft sparrow
#

jeje

safe radishBOT
#

@deft sparrow Has your question been resolved?

safe radishBOT
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livid igloo
#

guys can someone help me in mathematics olympiad quiz

livid igloo
#

.close

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livid igloo
#

can you help

split ether
#

Why did you close the channel if you are still looking for help?

safe radishBOT
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burnt grail
#

where did i go wrong for q3

safe radishBOT
burnt grail
#

the gave 180 degrees and 223 degrees 8 minutes as solutions

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but i got 284 degrees 2 minutes

#

please ping me if you can help me

safe radishBOT
#

@burnt grail Has your question been resolved?

burnt grail
#

.close

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wheat gyro
#

can anyone help me with c

safe radishBOT
wheat gyro
#

.close

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astral helm
#
  1. A paper in the shape of triangle ABC is cut along the line segments [AK] and [BK] as shown in Figure 1, and it separates into two pieces as shown in Figure 2. Point K is the center of the inscribed circle of triangle ABC.

The sum of the perimeters of the pieces in Figure 2 is 28 units more than the perimeter of triangle ABC.

Given that 4|AK| = 3|KB|, what is the sum of possible integer values that the length of side AB can take?

A) 33 B) 35 C) 36 D) 37 E) 46

astral helm
#

please help :D

safe radishBOT
#

@astral helm Has your question been resolved?

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sweet gyro
#

ive been stuck on this question for 2 days idk how ill go about solving it

obsidian oracle
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hollow grotto
safe radishBOT
slim lion
#

what question

hollow grotto
#

A

slim lion
#

just sub in x = 0

#

e^5(0) - 7e^5(0) + 8
= 1 - 7 + 8

#

= 2

hollow grotto
#

Omg tyu

slim lion
#

have u learnt l'hopitals rule

hollow grotto
hollow grotto
slim lion
hollow grotto
hollow grotto
#

Oke oke ty!!

hollow grotto
#

Okay okay imma check it out and trying to redo it

#

Tysm!!

safe radishBOT
#

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@modern bloom Has your question been resolved?

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harsh field
#

Exercise that another group got for the midterm exam, I am trying to solve it but I think that I am misunderstanding the question and I don't know how to solve it the right way

harsh field
#

I took a=6

#

And I tried to prove that these 2 are bases for the same subspace of R³

#

But I got different subspaces

#

For each base

safe radishBOT
#

@harsh field Has your question been resolved?

vagrant ice
#

now you just need to show there exist nonzero m, n such that m(1, 0, a) + n(1, -1, 2) = (3, -2, 4 + a)

#

then any linear combination of vectors in S1 will be a linear combination of vectors in S2, and vice versa

harsh field
#

Ohhh

#

What I tried to do was

vagrant ice
#

,w m + n = 3, -n = -2

vagrant ice
#

ah yes and then 1 * a + 2 * 2 = 4 + a checks out

harsh field
#

Determine the base from the linear combination equal to a vector with random values

#

I see now

#

What about the dimension then?

vagrant ice
#

since they span the same subspace the dimension of V should just be 2

#

cause the dimension of S1 and S2 is just 2, 2 linearly independent vectors

harsh field
#

Makes sense

#

Thanks I was having some trouble figuring it out

vagrant ice
#

it's literally the same subspace

harsh field
#

Yep

vagrant ice
#

cool nw

harsh field
#

Have a nice one

vagrant ice
#

you too!

harsh field
#

.close

safe radishBOT
#
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fair obsidian
#

how to solve limx->0+ (lnx)^x ?

safe radishBOT
vagrant ice
#

Desmos says it equals 1 though

safe radishBOT
#

@fair obsidian Has your question been resolved?

fair obsidian
#

someone said you have to use principal form of something

vagrant ice
#

cause if L is the limit, then ln L would be the limit of x ln(ln x)

fair obsidian
#

thing is that it works if you e^ln(f(x)) with the absolute value of f(x)

vagrant ice
#

but that's not defined for 0 < x < 1

vagrant ice
fair obsidian
#

yeah but usually it should not be absolute value

#

actually I don't know

safe radishBOT
#

@fair obsidian Has your question been resolved?

safe radishBOT
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safe radishBOT
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magic plover
#

.close

safe radishBOT
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wintry elm
safe radishBOT
#

@wintry elm Has your question been resolved?

wintry elm
#

<@&286206848099549185>

#

is that the role i ping

#

😭

devout scroll
#

do you know similarity?

#

Basically ABC similat to ADB

safe radishBOT
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opaque fern
#

how do i compute the limit
$$
\lim_{t\to-\infty}\left[e^{-t(i\omega-3)}(\cos(2t) + \frac{1}{2}\sin(2t))\right]
$$

flat frigateBOT
opaque fern
#

i is the imaginary number

safe radishBOT
#

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tight hill
#

Hi, can anyone explain how this works? I don't understand how the PDF in question could be derived from the PDF of Weibull

tight hill
#

isnt it like missing the square root of pi?? does it not matter?

#

I'm even more lost with deriving it from the PDF of Gamma. How would that work?

#

with this being the PDF of Gamma

#

Getting even more confused on the Weibull one because jotting a two down right there wouldnt make sense? since we'd want that to be x^2?? or am i just understanding this wrong

desert juniper
#

okay, on weibull's:
everywhere that you see a gamma, put a 2

#

everywhere that you see beta, put beta squared

tight hill
#

what about the pi then? in the original equation

desert juniper
#

it doesnt have to be the exact same equation

#

it's just telling you to use that specific weibull pdf

tight hill
#

i dont really understand how this ends up showing that its a valid PDF

#

i thought i was supposed to show it integrated to 1 by making it show similarities to the Weibull pdf? or am i thinking about this wrong

safe radishBOT
#

@tight hill Has your question been resolved?

tight hill
#

<@&286206848099549185>

pallid crystal
#

@tight hill hello morgana

tight hill
#

LMAO hi

#

fatamoru lives on

pallid crystal
#

i think your weibull pdf is wrong

#

there should be ^\gamma on the betas

#

use this definition

#

then to show your pdf is value

#

u need to find int_{x > 0} f(x) = 1

#

thats the same as the weibull with extra x

#

therefore you are finding E(c*X) for X ~ weibull

#

plug in the parameters and ull see it is indeed 1

tight hill
#

how should i tackle a problem like this if i encounter it in the future?? because i couldnt really immediately see its relation to weibulls pdf

pallid crystal
#

its hard

#

but clearly its impossible to integrate

#

so you try to think of possible distributions

#

standard ones: normal, exp

#

you'd first try exp here cuz bound x > 0

#

then maybe pareto, gamma

#

honestly i dont remember weibull

#

maybe gamma is easier here

tight hill
#

we get a sheet of most distributions on a sheet, we just have to make the connection during the actual exam but i'm so bad at making that connection 😭

tight hill
pallid crystal
#

in your f(x)

#

sub y = x^2

#

then y >=0 is still fine

#

now it looks more like gamma

#

match parameters

tight hill
#

I think I'll just let this be for today and look over it tomorrow 😭 Thank you for your help, though!!

#

.close

safe radishBOT
#
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tiny vault
#

need help with simplifying algebraic fractions, i cant figure this out at all

tiny vault
#

on the other problems ive just been finding what they have in common but i cant find it for this one so im lost

delicate sphinx
#

Start with the numerator

#

What do they have in common, between 8xy and -12x

tiny vault
#

4x

#

?

delicate sphinx
#

Yes

#

So when you factor that out, what you do get?

tiny vault
#

4x(2y - 3) ?

delicate sphinx
#

Yes

#

Do the same with the denominator

tiny vault
#

3y(2y-3) ?

delicate sphinx
#

Yes

#

So what is the fraction that you have now, after you factored the numerator and denominator?

tiny vault
#

4x(2y - 3) / 3y(2y-3)

#

OMG

#

woah

delicate sphinx
#

Do you see anything that could be canceled out?

tiny vault
#

yes the parantheses

#

things

#

so now theres 4x/3y?

delicate sphinx
#

Yes

tiny vault
#

but question

#

what do i do in cases where they dont have anything in common

#

can i simplify it then through factorization

delicate sphinx
#

If you can factor it, yes

tiny vault
#

ohh oki

#

tysmm i appreciate it sm

#

have a nice day

#

.close

safe radishBOT
#
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snow stag
safe radishBOT
snow stag
#

how do I split it up if I have three exponents with n

severe pond
#

wdym split it up

snow stag
#

so i got this

severe pond
#

yea you’ve just rewritten one part

#

if this helps then by all means

#

but now you need to use the ratio test

snow stag
#

yeah but how

#

normally we would just elimnate the n

#

but I would still have a n left over

still charm
#

use the fact that exponents distribute over multiplication

#

for instance

#

3^5 x 7^5 = (3 x 7)^5

snow stag
#

nvm

#

I see

severe pond
#

🤝🏻

snow stag
#

it wasnt rocket science

#

just got thrown off by the third one

#

thanks though

#

.close

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#
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severe pond
#

yep

safe radishBOT
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unkempt thicket
#

What am I supposed to do here

safe radishBOT
unkempt thicket
#

I don’t understand anything🥲

lime dust
#

Do you know Newton Method?

unkempt thicket
#

Nope

lime dust
#

Then it is gonna be hard to do it

unkempt thicket
#

What does x1 2 and 3 mean

#

Or 0

lime dust
#

You have to study first the method

unkempt thicket
#

I’m trying I don’t get it

lime dust
#

In numerical analysis, the Newton–Raphson method, also known simply as Newton's method, named after Isaac Newton and Joseph Raphson, is a root-finding algorithm which produces successively better approximations to the roots (or zeroes) of a real-valued function. The most basic version starts with a real-valued function f, its derivative f′, and...

desert juniper
#

x1, x2 and x3 are the first three steps of newton's method

unkempt thicket
#

Oh they are the 0’s?

desert juniper
#

no

unkempt thicket
#

Then I don’t get it

desert juniper
#

You have a function. You want to obtain its roots.

unkempt thicket
#

Roots is 0’s

lime dust
#

Because you need to read first the definitions

unkempt thicket
#

From what I know

desert juniper
#

Newton's method allows you to get an approximate value of those roots, by iteration

unkempt thicket
lime dust
#

You cant start the house from the… whatever is called in the top xD

desert juniper
#

in theory, each iteration gets you closer to the root

unkempt thicket
#

Ohh

desert juniper
#

assuming the function behaves well, and that you have selected a sensible starting point

unkempt thicket
#

You have one root but each calculation gets you closer and closer to the actual answer?

desert juniper
#

yes

unkempt thicket
#

I see

#

And the calculation is the function divided by its derivative?

desert juniper
#

not exactly

#

The steps are as follows:
a) Select starting point. You're given x0=3
b) Compute the tangent line to the function at the point.
c) Compute the zero of that tangent line. This will be your next point, x1.
d) Repeat a,b and c until you get close enough

unkempt thicket
#

Computing the tangent line is taking the derivative then plugging 3 right?

desert juniper
#

no

unkempt thicket
#

So 2(3)

#

Bruh

#

Then idk🥲

#

You said compute at that point

desert juniper
#

the derivative at 3 would be the slope of the tangent line, not the tangent line itself

#

but there's an unlimited number of lines that have that slope

unkempt thicket
#

I thought the slope is the tangent line

desert juniper
#

no

#

there's exactly one line that has that slope and also goes through the point

unkempt thicket
#

How do you calculate that

desert juniper
#

im gonna use an easy example.
Say you have the function y=x^2

unkempt thicket
#

The others are secent lines

desert juniper
#

i want the tangent line at x=1

#

i need the derivative of the function. y'=2x

#

the function itself gives me that for x=1, then y=1

#

the derivative gives me that for x=1, the slope of the tangent is 2

#

so i need the line that has slope 2, and goes through the point (1, 1)

unkempt thicket
#

Oh so you need to plug in y and x

desert juniper
#

so the tangent line would be 2x-1

unkempt thicket
#

Ohh they want the function

#

Like mx+b

desert juniper
#

yes

unkempt thicket
#

Ohh okay I see

desert juniper
#

now, you can compute when that tangent line is 0

unkempt thicket
#

Lemme try

desert juniper
#

which in this example, will be at 1/2

#

so your new starting point, x1, will be x1=1/2

#

now do it for your function

unkempt thicket
#

y=2x derivative
Y=3^2-2
9-2
Y=7

#

I forgot how to calculate x

#

I thought you plug it in the derivative anyway

#

To find m

#

Oh wait x is given bruh

#

But to find m you gotta plug x no?

#

2(3)

#

Then
x=3
y=7
m=6

#

y-7=6(x-3)

#

y-7=6x-18
y=6x-18+7

#

y=6x-11

desert juniper
#

and what is the intersection of that line with X axis?

unkempt thicket
#

What does that mean

desert juniper
#

at which x-value is y equal to 0?

unkempt thicket
#

6x-11=0
6x=11
x=11/6

#

?

desert juniper
#

so you got your first value, x1

#

now repeat the procedure to get x2

unkempt thicket
#

Where is the part where you do the function over derivative

#

That i saw in that website

desert juniper
#

?

unkempt thicket
#

These formulas

desert juniper
#

that's the same as you got

unkempt thicket
#

How so?

desert juniper
#

x0=3
f(3)=7
f'(3)=6
x1=3-(7/6)=11/6

unkempt thicket
#

Ohh

#

What’s the point of this formula then

desert juniper
#

i showed you the whole procedure. The formula is a shortcut

unkempt thicket
#

If you have to find all the information anyway it doesn’t really look like a shortcut

#

You just use this formula instead of y-y1=m(x-x1)

desert juniper
#

well, it allows you to not get the actual equation of the line, so you save that bit

unkempt thicket
#

Ohh cuz you don’t need to equal it to 0

desert juniper
#

you now have x1. Repeat the procedure for x2, and again for x3

unkempt thicket
#

The professor is so useless he could have simply introduced the topic by saying “this is another method to finding this” and no one would have been confused

desert juniper
#

¯_(ツ)_/¯

unkempt thicket
#

Do I flip it and multiply

#

I got this

#

.close

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#
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lyric belfry
#

This isn't diagonalizable. how on earth can we solve this then?

lyric belfry
#

the hint tells me to look at this for inspiration but it honestly feels like they just pulled this out of thin air

safe radishBOT
#

@lyric belfry Has your question been resolved?

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@lyric belfry Has your question been resolved?

lyric belfry
#

.close

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ruby crest
#

@meager igloo Can anyone help me make the graph of this question i am getting confused.
And also should i use the COSINE rule?

safe radishBOT
#

@ruby crest Has your question been resolved?

ruby crest
#

<@&286206848099549185>

safe radishBOT
#

@ruby crest Has your question been resolved?

lean otter
#

by cosine rule i suppose you mean $f_1^2+f_2^2+2f_1 f_2 cos(\theta)$ where $\theta$ is the angle between $f_1 and f_2$

flat frigateBOT
safe radishBOT
#

@ruby crest Has your question been resolved?

ruby crest
#

Can you draw me the graph?

lean otter
lean otter
# lean otter

try drawing it yourself and then check it with this

safe radishBOT
#

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wooden moon
#

can someone please check if i found the maximum flow and so the minimum cut capacity correct? I found it as 9 but in some parts i had hesitation which i dont have answers to.

buoyant shadow
#

it's not 9, i can see 10

wooden moon
#

from where to where

buoyant shadow
wooden moon
#

okay so one augmenting path is s, a, d, g, t

#

another one is s, c, f, t

#

or did you go with another sequence?

buoyant shadow
#

i don't know waht it means

#

i just see 10

#

maybe it's not maximal

#

actually 11

wooden moon
#

oh okay i see it now

buoyant shadow
#

@wooden moonso why is there no 11 cut ?

#

i don't get it

wooden moon
#

no thats not what i ment, by the maximum flow minimum cut theorem the value of the maximum flow is equal to the capacity of the minimum cut

buoyant shadow
#

that's what i mean too

wooden moon
#

oh you mean where is the cut

#

i did not find it yet hold on

buoyant shadow
#

this is 11 right?

#

yeah ok

wooden moon
#

like this

#

but i am confused about fining the cut now

safe radishBOT
#

@wooden moon Has your question been resolved?

#
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plush mortar
#

How do I determine the truth value?

safe radishBOT
young nexus
#

!15min

safe radishBOT
#

Please only use the <@&286206848099549185> ping once if your question has not been answered for 15 minutes. Please do not ping or DM individual users about your question.

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@plush mortar Has your question been resolved?

plush mortar
#

<@&286206848099549185>

timid ocean
#

p and q must be true because p ∧ q is only true when both propositions are true

#

r and s must be false because r ∨ s is false only when both propositions are false

#

and with this information you can evaluate the proposition ¬q↔(s→¬r)

#

(you can do this by setting up a truth table for example)

plush mortar
#

I did the truth table

#

how do i identify the answer?

#

there's too many T or F right

timid ocean
#

to find the truth value you have to look if the main operator is true or false

#

in this case your main operator is <->

plush mortar
#

is it always <->?

timid ocean
#

first you break the proposition up in smaller parts and evaluate if they are true or false by looking at the operator. in this case we will be first evaluating (p -> q).

then we evaluate (-r -> q)

in both of these propositions "->" is the main operator (in your case its basically just looking at the letters that are in bold in the truth table) . we will use this to determine the actual main operator of the whole proposition

timid ocean
plush mortar
#

So far, this is my answer to my worksheet, my friend said all of my answers are wrong. correct me if im wrong did I determine the truth value?

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I did follow all the steps to get the truth value

timid ocean
#

number one is correct!

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wait let me just quickly look at the other ones

plush mortar
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no worries, take your time

timid ocean
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the second one is incorrect

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wait, i'll write it down

plush mortar
#

okay

timid ocean
#

you got them all right except for number 2

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try that one again, and if you don't get it i'll draw the truthtable for u :p

timid ocean
#

isn't it -[(r v s ) <=> q] -> r and not -r?

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the original question

plush mortar
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r is false, s is false = false v false is false

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q is true, so false <-> true is false but "~", so TRUE

timid ocean
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wait what is the original question

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the proposition

plush mortar
#

~ [(r v s) q]→r

timid ocean
plush mortar
#

r = false, so true -> false is false

plush mortar
timid ocean
#

correct

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so the proposition is false

plush mortar
#

there is no need to explain right? to prove my answers are right because the solution is there

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im just doubting myself, if my friends asked for an explanation, I might not able to explain it properly to them

timid ocean
timid ocean
#

but don't doubt yourself, you got most of the questions right :)

plush mortar
timid ocean
plush mortar
#

one last thing, earlier, when you checked my answers are right or wrong did you draw a truthtable?

timid ocean
#

yep

plush mortar
#

May I kindly request a copy of your truth table? I believe it would be helpful if I ever feel confused or uncertain again.

timid ocean
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yes ofc

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wait

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the different colors are for marking the order

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0 = false and 1 = true

plush mortar
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I see

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Thank you so much for your help, Simona. I believe that’s all I need for now.

timid ocean
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no problem 😊

plush mortar
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Thank you so much for your time and help

#

.close

safe radishBOT
#
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safe radishBOT
#
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mortal gulch
#

Hi, I have a probability problem

safe radishBOT
mortal gulch
#

Basically I have a probability density function of a continuous random variable X, and I have to find a value b such that P(X<b)=0.7

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Is this the right approach?

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I'm in doubt because the remaining equation is very hard to solve analytically

safe radishBOT
#

@mortal gulch Has your question been resolved?

safe radishBOT
#

@mortal gulch Has your question been resolved?

mortal gulch
#

.close

safe radishBOT
#
Channel closed

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safe radishBOT
#
Available help channel!

Send your question here to claim the channel.

Remember:
Ask your math question in a clear, concise manner.
Show your work, and if possible, explain where you are stuck.
After 15 minutes, feel free to ping <@&286206848099549185>.
• Type the command .close to free the channel when you're done.
• Be polite and have a nice day!

Read #❓how-to-get-help for further information on how to ask a good question, and about conduct in the question channels.

dense sphinx
#

guys

safe radishBOT
dense sphinx
#

when does the sin and cos repeat?

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cos repeat each time we get a odd pi/2

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so

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they give zero

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but what about the sin?

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they both give the same result

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but I cannot figure out the logic behind it

peak siren
dense sphinx
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I don't get it

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like

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yeah period is 2pi

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but like

peak siren
dense sphinx
#

that's not 2pi FUCK

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so why

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why does it repeat

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before 2pi

peak siren
#

uhhhh

dense sphinx
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that's not 2pi

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Is it?

peak siren
#

no

dense sphinx
#

so

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why

peak siren
#

the WHOLE function doesn’t repeat

dense sphinx
#

why does it repeat before 2pi

peak siren
#

only one value

dense sphinx
#

wdym

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yeah

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but like

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they both give 0

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but

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yeah, no 2pi interval there

peak siren
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yeah but the next values aren’t the same

dense sphinx
#

i don't get it.

peak siren
#

don’t get what

dense sphinx
#

WH

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why is pi/2 = 0

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and 3/2 = 0

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WHY

peak siren
#

if you draw out a triangle

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and the angle is those

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the cosine will be 0

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there is no “why” i can think of

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just that’s how the function works

dense sphinx
#

but like

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man

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if they ask me to find the values where the derivative become zero

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how am I supposed to know the value of cos that will make it zero

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like

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yeah 90 is one

peak siren
#

show problem

dense sphinx
#

but what about the rest?

dense sphinx
#

gotta find maximun and minimums

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so, derivative = 0

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yeah, there's a problem

peak siren
#

sen = sine?

dense sphinx
#

yeah

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sen = sin

peak siren
#

okay

dense sphinx
#

like

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yeah, fuck

peak siren
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oh min and max

dense sphinx
#

oh, the derivative?

peak siren
#

my bad

dense sphinx
#

yeah

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min max

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like

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FUCK

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there are two solutions

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that make sin 0 and cos 0

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but like

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how am I supposed to know them

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I need a formula

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a formula to 'after a certain degree, i get the same sin0

peak siren
#

i don’t understand what you mean

peak siren
#

i have dinner right now. if no one has helped i can after

dense sphinx
#

the problem is I gotta find the values of X that make the derivative zero

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BUT LIKE

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THERE ARE TWO SOLUTIONS

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I CAN TELL the first solution

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but not the second one

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yeah, sin and cos repeat their value once during 360 degrees

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so I wanna know the formula to find the value of the angle where cos and sin repeat again

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so far with sin i noticed that 180 - first sin is the second time it repeats

peak siren
#

right?

dense sphinx
peak siren
#

ohhh wait

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look at the inverse functions

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not for this

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they are where all values of the given trig thing until they repear

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so like sin it repeats -pi/2 to pi/2 and then pi/2 to 3pi/2

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etc

dense sphinx
#

OKAY I GET IT NOW

peak siren
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may be a little convoluted

peak siren
dense sphinx
#

EACH 2PI

peak siren
#

YES

dense sphinx
#

SO EVERYTIME I GET 2PI

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FOR COS

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THE FIRST TIME IS POSITIVE

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no.

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that's not right

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I mean for cos is every 2 pi

peak siren
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looo at unit circle

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it may help you

dense sphinx
#

but for sin, what the hell

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Yeah

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lemme see.

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So

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what should I see here?

peak siren
#

where stuff repeats

dense sphinx
#

yeah

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lemme see

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yeah, this makes sense now

peak siren
#

yay

dense sphinx
#

yeah so

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If i am not mistaken

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FUCK

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in order to reach 180

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I need 30

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YES

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FUCK

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I GET IT NOW FUCK

peak siren
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yippeee

dense sphinx
#

yeah, it makes sense now

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so, this is what I understand now.

#

each cuadrant