#help-19

1 messages · Page 211 of 1

woeful rivet
#

-infinity and -1

wooden python
#

you have to include () or [] in interval notation always

woeful rivet
#

this is their answer

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not sure what it even means

woeful rivet
#

(0,infinity) and (-infinity,-1]

wooden python
#

not "and" but union

woeful rivet
#

oh yeh but why is their answer like that

wooden python
#

they decided to put it in set builder notation instead of interval notation

woeful rivet
#

oh ok thx

odd edgeBOT
#

@woeful rivet Has your question been resolved?

odd edgeBOT
#
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odd edgeBOT
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red tangle
#

Q15 chat

odd edgeBOT
red tangle
#

A bag contains 5 red, 3 blue, and 2 green balls. Two balls are drawn without replacement. The probability that they
are of different colors is:

red tangle
nocturne mica
#

what are your initial thoughts

red tangle
#

Add 5 3 and 2

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That'll be the denominator

nocturne mica
#

that would be involved

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what else

red tangle
#

5/10 chance for a red ball 3/10 chance for a blue ball and 2/10 for a green one

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For the first ball taken out

nocturne mica
#

sure.

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what's next?

red tangle
#

Then it's outta 9

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That's where I go blank

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How do I know which ball is taken out

nocturne mica
#

casework

red tangle
#

What's that

nocturne mica
#

consider each case separately

red tangle
#

Okay

nocturne mica
#

in this case (heh) you have 3 cases to think of

#

to be more structured, you have two ways of looking at this problem

red tangle
#

Yes

nocturne mica
#

one is to calculate the probablity of drawing each possible combo of differing colored balls

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the other is to use the complement method

red tangle
nocturne mica
#

then complement method it is

red tangle
#

What is that

nocturne mica
#

given the stipulation in the question, what kind of situation are we trying to avoid?

red tangle
#

having two balls of the same colour

nocturne mica
#

excellent

red tangle
#

Thank you

nocturne mica
#

overall, the probability of drawing two balls without condition is 1, p sure you agree

red tangle
#

What's 1, p

nocturne mica
#

1 is the maximum overall probability for an event space

red tangle
#

Yes

nocturne mica
#

p = pretty

red tangle
#

Oh

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Yeah i agree

nocturne mica
#

cool

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but we don't wanna draw two balls of the same color

red tangle
#

Yes

nocturne mica
#

so our target probability is (probability of drawing 2 balls without conditions) - (probability of drawing 2 same-colored balls) = 1 - P(draw 2 same-colored balls)

#

agreed?

red tangle
#

Yes

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Agreed

nocturne mica
#

this is the crux of the complement method

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we find our desired probability by taking the total probability, and then removing all probabilities of events we don't want

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whatever remains must be the probability of the events we are interested in

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now

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the challenge is to find P(2 same-colored balls)

nocturne mica
#

casework helps here

red tangle
#

We could do like 1/2 × 2/5 for the red ones

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Ion know tho

nocturne mica
#

case 1: say we drew a red ball up first.

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our condition requires us to draw two balls of the same condition. by this stipulation, what must be the second ball's color in this case?

red tangle
#

Red

nocturne mica
#

cool

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so you know the probability of drawing a red ball on the first draw is...?

red tangle
#

1/2

nocturne mica
#

don't simplify yet

red tangle
#

5/10

nocturne mica
#

state them as they are

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good

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now, after drawing the first red, how many balls are left, and of them how many are red?

red tangle
#

9 balls left, 4 are red

nocturne mica
#

so the probability of drawing another red ball would be?

red tangle
#

4/9

nocturne mica
#

cool

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so the overall probability of drawing two reds in a row from the start is...?

red tangle
#

5/10 × 4/9?

nocturne mica
#

correct!

red tangle
#

Hell yeah

nocturne mica
#

case 2: suppose we drew a blue ball first

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can you work this case all by yourself?

red tangle
#

Yes i think so

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3/10 × 2/9

nocturne mica
#

alright, go for it. explain it as you go if you want checking

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absolutely perfect.

red tangle
#

Hell yeah

nocturne mica
#

what about the green balls?

red tangle
#

2/10 × 1/9

nocturne mica
#

hm?

#

careful.

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the second fraction.

red tangle
#

Mb

nocturne mica
#

(prefer sending a new message over editing. sometimes we can miss edits because we are not notified on an edit)

#

anyway

nocturne mica
#

now you have gotten the probabilities for each individual case

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we know we don't want any of them

red tangle
#

Yes

nocturne mica
#

so we don't want (red AND red) OR (blue AND blue) OR (green AND green)

red tangle
#

Yes

nocturne mica
#

if you multiplied probabilities when there is an AND, what do you do when there is an OR?

red tangle
#

Uh

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Divide?

nocturne mica
#

no

red tangle
#

Subtract?

nocturne mica
#

no again

red tangle
#

No wait

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Add them all up and then subtract

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?

nocturne mica
#

i was looking for just add

red tangle
#

Oh

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Mb

nocturne mica
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you're not at the subtracting part yet

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but close

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anyway, so now you know you need to add up all of these probabilities

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but we don't want them, and at the start we said we can do 1 - (this whole probability)

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got your attack plan now?

red tangle
#

Yes

nocturne mica
#

go ham.

red tangle
#

1-28/90?

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62/90?

nocturne mica
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well i haven't worked it out yet

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let's see

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correct

red tangle
#

Hell yeah

nocturne mica
#

well done. anything else?

red tangle
#

No but

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That isn't an option

nocturne mica
#

simplify

red tangle
#

Let me simplify

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Yes

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31/45

nocturne mica
#

hm

red tangle
#

I think the question is wrong

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The answers

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I can use this method in all problems right?

nocturne mica
#

generally yes, but you have to be smart about defining the complement of the events

red tangle
#

Okay

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Bet

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Thanks

nocturne mica
#

also yeah i think the answer choices are off for this one

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maybe i'm wrong though

red tangle
#

My teachers been giving me too many wrong questions lately

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I think this is a test

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I will discuss this with him

nocturne mica
#

at least show your working first though

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show that you understood the requirements of the question

red tangle
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Imma show him what's up

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💔💀

red tangle
#

I don't wanna nag him too much tho, he seems really depressed

nocturne mica
#

you don't have to call him out harshly, yk

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just let him know that there's a mistake in the question

red tangle
nocturne mica
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if he didn't make your life difficult, you don't have to make his difficult

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anyway

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any other math questions?

red tangle
#

Will prolly get one in the next 20 mins

nocturne mica
#

okay

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you can close this if you're done

red tangle
#

Do I close this?

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Okay

#

.close

odd edgeBOT
#
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odd edgeBOT
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noble solstice
#

1st image is the question, 2nd image is the answer.

To answer this question I first supposed that 2 of the 3 peppers picked were orange, therefore the 3rd pepper I need to pick from can either be Yellow (2 peppers remaining) or Orange (3 peppers remaining); Therefore the probability is 3/2+3 = 3/5.
Somewhere my reasoning failed as the correct answer is 1/3, and I fully understand and follow the reasoning given in the book.

noble solstice
#

The rest of the question isn't needed for this problem if i read it correctly, here it is just in case:

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(Please ping me!, thanks :))

odd edgeBOT
#

@noble solstice Has your question been resolved?

mental lotus
noble solstice
#

Sorry I'm not really following, why does my reasoning imply that?
2 Orange peppers remaining and 3 orange peppers remaining are not equally likely as the first implies I picked 3 orange peppers meanwhile the last implies i picked 2 orange peppers and 1 yellow pepper, which are not equally likely events

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"Given that 2 peppers are orange" means that I only have one more pepper to pick, this last pepper can either be yellow (2/5) or orange (3/5)

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I'm so confused froggy

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<@&286206848099549185>

odd edgeBOT
#

@noble solstice Has your question been resolved?

odd edgeBOT
#

@noble solstice Has your question been resolved?

noble solstice
#

<@&286206848099549185> anyone :3

noble solstice
#

all good :}

desert jacinth
#

very interesting probability

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I sadly cannot help but it is nonetheless interesting

noble solstice
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interesting isn't the word i'd use

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lol

desert jacinth
noble solstice
#

confusing lol

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which i guess are two sides of the same coin

desert jacinth
#

I did some probability last year, what we learned is some formulas related to it, all I can say is that you could use them I guess 😭, I really don't remember them myself!

desert jacinth
signal yacht
#

ok OP do you know any conditional prob

noble solstice
#

I mean the issue is that I understand how to solve the problem correctly, I'm just not sure what is incorrect with my solution

#

Like I know how to solve the question, I just used a different method which gives me a wrong answer, but I can't find the error in my reasoning

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And it's frustrating cause this happens all the time with probability and it's usually something small and dumb

signal yacht
#

ah

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ok

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i do not understand what you mean by 'Therefore the probability is 3/2+3'

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i do not follow

noble solstice
#

After picking 2 orange peppers, i have one more pepper to pick, the probability that this last pepper is orange, is the number of favourable outcomes (3) divided by the number of total possible outcomes (5), so 3/5

autumn bolt
#

according to you its first two orange and then any pepper

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i think we assume that the peppers are distinct here

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only then will 1/3 be valid

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and you have gotten 3/5 with one of the assumptions being that all peppers with the same color are identical

noble solstice
#

huh

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yea that does make sense

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yea i thought about it for a while and it does make my reasoning incorrect cause now which first two peppers i pick matters even if they are both orange

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thanks! @autumn bolt

#

.close

odd edgeBOT
#
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odd edgeBOT
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ruby sundial
#

I’ve made it this far, but I truly have no idea what steps to take from here,

ruby sundial
#

My goal it to find the exact value, which is (720/1681 according to the answer sheet)

olive needle
#

<@&268886789983436800>

stoic cloud
#

<@&268886789983436800>

sage rapids
#

oh my

ruby sundial
#

What was that?

vernal yacht
#

That was horrendous

brazen hare
#

then label where x would be

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actually wait you already found sin x and cos x

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you can just substitute it in no?

ruby sundial
#

I guess? I don’t understand why or how though

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<@&268886789983436800>

ruby sundial
brazen hare
clever fjordBOT
brazen hare
#

on the last two lines you found what $\sin x$ and $\cos x$ are equal to

clever fjordBOT
ruby sundial
#

Yeah,

brazen hare
#

so...? just put the fraction you found for sin x and cos x into 2 sin x cos x

ruby sundial
#

Oh snap you’re right

#

Sorry for the trouble, I think I’ve been staring at it for too long

#

Thank you,

#

.close

odd edgeBOT
#
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brazen hare
#

it's alright

shell haven
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slender turtle
#

How would i study the variations of |1+1/x|^x on its domain ?

slender turtle
#

Its derivative is too annoying to manipulate for that

#

Ideally ud solve for f'>0 and such but not there then

summer wave
#

maybe studying the log of that is easier

odd edgeBOT
#

@slender turtle Has your question been resolved?

slender turtle
cerulean vortex
#

well i can get it in terms of W(1/e) where W is the lambert W function,
and W(1/e) doesn't appear to be listed among the special values of the lambert W function, which means you probably can't simplify it

#

,w 1/(1+LambertW(1/e))-1

odd edgeBOT
#

@slender turtle Has your question been resolved?

odd edgeBOT
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manic grail
odd edgeBOT
manic grail
#

what does about x=a mean

faint knot
#

"about x = a" means the x - a part of the series

#

about x = 0 would mean x^n
about x = 1 would mean (x - 1)^n
etc.

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a series with (x - a)^n converges in a small area around x=a

odd edgeBOT
#

@manic grail Has your question been resolved?

manic grail
#

what does he mean about x=a

faint knot
#

do you want more meaning out of the a for (x - a)^n?

manic grail
#

what

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no i dont understand how x=a and x-a are related

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x-a is the general case

faint knot
#

take a look at f(x) here

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now plug in x = a

manic grail
#

yea thats the general case

faint knot
#

what do you get

manic grail
#

c0

faint knot
#

and so f(a) = c0

manic grail
#

yes

faint knot
#

so for this series, f(a) is what you get if you put in a into an (x - a) formula

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similarly, what would f'(a) be?

manic grail
#

no but

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on the picture

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he says that

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and proceeds to not use x=a

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thats why im confused

#

here he is keeping it as a function

faint knot
#

good job cutting off the image before that matters then

manic grail
#

what

faint knot
#

you need to show the rest of the stuff before we can be sure the x=a or (x - a) stuff doesnt matter

faint knot
manic grail
#

like he says about x=a

faint knot
#

yea?

manic grail
#

but then doesnt say f(a)

faint knot
#

thats not what "about x = a" means

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we already said this

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"about x = a" is how you say out loud the series using (x - a)^n

manic grail
#

oh

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but isnt that the general form

faint knot
#

for example, "about x = 1" is for a series using (x - 1)^n

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and "about x = 0" is for a series using x^n

manic grail
#

but i dont understand the notation

faint knot
#

I am literally explaining it to you right now

manic grail
#

why not say for the general form of the power series

manic grail
faint knot
#

you dont need to see the word "general" to use context clues and see that its the general form

manic grail
#

thats a picked value

faint knot
#

no it isnt

manic grail
#

how is x = a not choosing a value for x?

faint knot
#

not true

#

youre not reading "x = a"

manic grail
#

its a question

faint knot
#

youre reading "about x = a"

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that means something else

manic grail
#

idk doesnt make sense to me

#

can you explain it more

faint knot
#

have you seen the word "about" being used like this before

manic grail
#

about x=a just seems wrong to say to me

manic grail
faint knot
#

have you learned function transformations yet?

manic grail
#

i cant really translate it accurately to my language

#

cause it wont make sense

manic grail
faint knot
#

its a question

manic grail
#

as in linear transformations?

faint knot
#

have you reflected a shape on a graph before?

manic grail
#

in linear algebra yes

faint knot
#

Im asking if youve seen this before

manic grail
#

i just answered

faint knot
#

this isnt linear algebra

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this is just regular algebra

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have you learned this in regular algebra before

manic grail
#

yes

faint knot
# faint knot

there is more than one way to say "over the x-axis"

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you can also say something like "over y=0"

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similarly, "around y=0" or "about y=0"

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these all mean the same thing

manic grail
#

oh

faint knot
#

it means to treat y=0 as the center of something happening

manic grail
#

so about

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means like aruond

faint knot
#

no

#

about does not mean that in general

manic grail
#

maybe straight translation to my language doesnt help thats why

faint knot
#

this is just a strange way to say things where about is used as a preposition

manic grail
#

cause its similar to for x=a

faint knot
manic grail
#

but i see how you mean its used

faint knot
#

yea, its a specific kind of usage for about

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most likely youll only ever see it in math

manic grail
#

so

faint knot
#

using it like that should mean to do something with <noun> as like a center

manic grail
#

about x=a

faint knot
#

so "about x = a" means "centered at x = a"

manic grail
#

means with the center of the radius of convergence being a

faint knot
#

yep

manic grail
#

ok

faint knot
#

this is btw different from the usual usage of about

#

if you say "how about x = a" that will just mean to plug in x = a

manic grail
faint knot
#

youll just have to get used to these strange usage of words as they come up

manic grail
#

sorry i havent studied math in english for long so im still adapting to terminology

faint knot
#

yea

#

I saw them first in function transformations so I got off easy

manic grail
#

i didnt study it in english

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we used around

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instead of about

faint knot
#

well I saw them in english

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and in english they used "about"

manic grail
#

yea ok makes sense now

faint knot
#

lucky me

#

I dont think a machine translation wouldve figured this out

manic grail
#

thank you

manic grail
faint knot
#

honestly I dont know how youd find this out otherwise

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your best luck I think is to read the context to see what "x=a" is being treated as

#

that way you can learn the usage of about as being like this

manic grail
#

yea i thought of it

faint knot
#

but given this is probably your only example, you dont have enough to go off of

manic grail
#

ok appreciate your help

faint knot
#

np

manic grail
#

have a good one

#

.close

odd edgeBOT
#
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odd edgeBOT
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bold ingot
#

.reopen

#

idk which book or video i should watch to study matrices and vectors

bold ingot
#

i am an first year ug engineering student

warm horizon
#

hello everyone i want the fastest way to master number theory to enter IMB and i have read most of introduction to number theory published by AOPS so please help

robust condor
#

as a beginner, the videos of 3blue1brown are very good
https://www.youtube.com/watch?v=fNk_zzaMoSs&list=PLZHQObOWTQDPD3MizzM2xVFitgF8hE_ab

Beginning the linear algebra series with the basics.
Help fund future projects: https://www.patreon.com/3blue1brown

Music: https://vincerubinetti.bandcamp.com/track/grants-etude

Thanks to Elo Marie Viennot and Ambros Gleixner from HTW Berlin (www.htw-berlin.de) for contributing German translations and dubbing.

Thanks also to these viewers for...

▶ Play video
twin vigil
warm horizon
#

hello everyone i want the fastest way to master number theory to enter IMB and i have read most of introduction to number theory published by AOPS so please help

bold ingot
#

i have watched it already

bold ingot
#

but i need a detailed explations

#

and some practice problem sets

warm horizon
twin vigil
twin vigil
#

or from any linear algbera book

robust condor
bold ingot
#

for reference i have to study all this for my first sem

robust condor
#

Oh, I think there are many "deep knowledge", maybe about "matrix analysis"

robust condor
#

As a math student, I have not learn too much of these on "Linear algebra course".

bold ingot
#

are there any books for beginners on linear algebra / applied math?

#

more of a theory based

robust condor
#

There are differences in learning focuses, between engineering and math major. I think a time saving way is just to learn these specific topic, but I didn't learn specifically. Sorry for no more suggestionscat_happycry

bold ingot
robust condor
bold ingot
#

okay thank you

#

.close

odd edgeBOT
#
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#
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odd edgeBOT
#

@wooden oar Has your question been resolved?

odd edgeBOT
#

@wooden oar Has your question been resolved?

honest turtle
#

Du har mest sannsynlig blitt introdusert til formelen $$a_1 \frac{r^n-1}{r-1}$$ Ifølge teksten har hun et lån på 2 200 000, og rente på 3.1%, som vil si at uttrykket til høyre er det totale som May skal betale tilbake. Formelen til venstre brukes til å regne dette ut (se gjennom sidene du har sett, det er mest sannsynlig noen eksempler som gjør deg mer kjent med formelen).

clever fjordBOT
odd edgeBOT
#

@wooden oar Has your question been resolved?

odd edgeBOT
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tepid patrol
#

Hi guys, I'm training on proofs with induction, the exercise is"Prove by induction that for every n \in \mathbb{N}, n \geq 3, n! \gt n+2"
I find myself stuck cause I dont know how to do proofs and I'm trying to learn, you'll see all the steps I did in the following pictures, if anybody got any advice on how to keep going with the proof it would be really appreciated! Thank you

summer wave
#

it's good to keep in mind what you are trying to prove

#

you want $(n+1)! > (n+1) + 2$

clever fjordBOT
#

bloubbloub

summer wave
#

currently you have $(n+1)! > n^2 + 3n + 2$

clever fjordBOT
#

bloubbloub

tepid patrol
#

Oh so the way I wrote (n+1)(n+2) is wrong right?

#

Honestly I dont understand if I have to "multiply" or "add up

summer wave
#

you're supposed to multiply

tepid patrol
#

For example, if I have $n! > n+2$

clever fjordBOT
#

Shlik Shlak Shluk

tepid patrol
#

Does it have to be $(n+1) multiply n! > (n+1) multiply n+2$?

clever fjordBOT
#

Shlik Shlak Shluk

tepid patrol
#

Or does it have to be $(n+1)n! > n +1 +2$

clever fjordBOT
#

Shlik Shlak Shluk

summer wave
summer wave
tepid patrol
#

So whenever I'm doing induction proof, in the inductive step, I have to multiply the whole left part for (n+1) and the same goes for the right part?

summer wave
#

hm

#

there is no general rule for the inductive step

#

but you need to use your induction hypothesis yes

tepid patrol
#

Im kinda confused then... cause the first tiem I was solving the exercise, what I wrote was

tepid patrol
#

I was lucky that $(n+1)n!$ is equal to $(n +1)!$ otherwise I would have made it wrong u know? So I'm just trying to understand what should I write in these situations

clever fjordBOT
#

Shlik Shlak Shluk

summer wave
#

you say you're lucky but in reality the problem statements are made so you can actually prove things

#

so im not sure what you mean

tepid patrol
#

I'll try to draw it just a moment

#

The last part

#

I'm asking whats the right way to solve the exercise

#

Since I think the last one is wrong

#

But that was the way I was trying to solve the exercise at first try

summer wave
#

can you make any statement about n+3 and (n+2)(n+1)?

tepid patrol
#

I can tell that (n+2)(n+1) is greater than n+3

summer wave
#

then you just need to write that

tepid patrol
#

Sorry I can't explain myself due to language barrier I think... what I mean is that the way I would have solved the exercise, is the second point aligned with "Wrong"... I understood that is wrong because I talked with you and because I tried to look for the solution on internet, so my question is... for every induction proof exercise that I'm going to do, in this case for the inequality n! > n+2, do I have to always use the first method "Right"?

summer wave
#

yes

#

if I understood correctly

tepid patrol
#

Ok thank you.. btw I think I understood how to solve it, I'll send u a drawing rq

#

Do you think it makes sense this way mate?

odd edgeBOT
#

@tepid patrol Has your question been resolved?

tepid patrol
#

<@&286206848099549185>

summer wave
#

you need to show that (n+1)(n+2) >= n+3

tepid patrol
summer wave
#

you should at least mention it

#

otherwise you would not have finished the induction step

tepid patrol
summer wave
#

you're supposed to show that (n+1)! > n+3

#

for that, you can say that (n+1)! > (n+1)(n+2) > n+3

#

but I think you need to justify the 2nd inequality

tepid patrol
#

I understand why should I show that (n+1)! > (n+1)(n+2), since it can helps with proving the inductive step (n+1)n! > (n+2)(n+1) right? But what about n+3? I'm kinda confused about it

summer wave
#

the induction hypothesis is n! > n+2

#

so you need to prove this with n <- n+1

#

that would be (n+1)! > (n+1) + 2

tepid patrol
summer wave
#

in the inductive step, you suppose that n is an integer such that n! > n+2. You need to prove that (n+1)! > (n+1) + 2

#

it's like dominos

#

'if it's true for n, then it must be true for n+1"

#

you need to show that

tepid patrol
#

But I'm not understanding the point about n < - n+1

summer wave
#

oh

#

it was an arrow

#

mb

#

$n \leftarrow n+1$

clever fjordBOT
#

bloubbloub

tepid patrol
#

Oh ok sorry, so you're saying that i have to prove the induction hypothesis n! > n+2 first with n -> n+1 right?

summer wave
#

you need to prove it with n+1 yeah

tepid patrol
summer wave
#

it's unclear what you mean

#

what inequality remains true?

tepid patrol
#

Sorry, what I meant there was that n! > n + 2 \implies (n+1)n! > (n+2)(n+1) because n! > n+2 since we proved that in the base case, and what remains is (n+1) which is in the both sides, so we can "delete it"

#

I think its wrong since it's exactly what I just wrote... so it makes no sense.. sorry

#

I just understood it now.. but I'm really s tuck

#

Also it doesnt make sense cause I'm multiplying(n+1) for different numbers so I cant tell anything, sorry

summer wave
#

$$n! > n + 2 \implies (n+1)n! > (n+2)(n+1)$$
and $$(n+2)(n+1) = (n+1) + (n+1)^2$$. \
Since $n \geq 3$, we know that $(n+1)^2 > 2$, so $(n+2)(n+1) > (n+1) + 2$

clever fjordBOT
#

bloubbloub

summer wave
#

Therefore $n! > n + 2 \implies (n+1)n! > (n+1) + 2$

clever fjordBOT
#

bloubbloub

summer wave
#

that's the induction step

tepid patrol
#

Sorry if I'm taking a while to answer, I'm trying to make it "make sense" in my head

#

I'm not understanding why we're doing $(n +2)(n+1) > (n + 1) +2$

clever fjordBOT
#

Shlik Shlak Shluk

tepid patrol
#

If you have any video or note that I could read as advice it would also be nice

fringe cradle
#

You been at it for 3hrs

oak crown
clever fjordBOT
tepid patrol
#

Aren't we trying to prove it for the inductive step?

mystic saffron
#

and by the principle of mathematical induction, the inequality n! > n+2 is true for all integers n≥3. I hope it's correct

tepid patrol
#

Ty for all the clear notes mate I'm reading them slowly trying to catch the right points

mystic saffron
summer wave
#

for the inductive step, you need to prove that (n+1)! > n+3, not (n+1)n!>(n+2)(n+1)

mystic saffron
tepid patrol
#

Why in the second page are we trying to prove that $(k+1)! > n+3$ instead of trying to prove $(k+1)! > k^2 + 3k +2$ ?

clever fjordBOT
#

Shlik Shlak Shluk

tepid patrol
summer wave
#

because the inductive hypothesis is n! > n+2

#

you want to prove the induction hypothesis for n+1

tepid patrol
#

Yea

summer wave
#

the induction hypothesis for n+1 is "(n+1)! > n+3"

tepid patrol
#

But if we multiply for n+1 we dont find n+3, am I wrong?

summer wave
#

no you're not

tepid patrol
#

Then why are we putting n+3? That's why I'm confused

#

Where does it come from

summer wave
#

which is why you need one more step

#

because it's what we're trying to prove

tepid patrol
#

Aren't we trying to prove:
Case base: that n ! > n + 2

and

Inductive step: that (n + 1)! > (n + 1)(n + 2)?

#

Okay wait.. maybe I understand your point

#

Since we know that (n + 1)! is 100% greater than (n+1) we want to make sure is greater than (n + 2) so that we can define it greater for both of them? 😭

#

At this point I dont understand anymore lol

summer wave
#

no

#

base case: 3! > 3 + 2

inductive step: n! > n+2

tepid patrol
#

But isn't the inductive one n+1?

summer wave
#

maybe I worded it wrong

#

base case: 3! > 3 + 2

inductive hypothesis: n! > n+2

inductive step: n! > n+2 \implies (n+1)! > (n+1) + 1

mystic saffron
tepid patrol
#

Was just talking about it with him too

mystic saffron
tepid patrol
#

Ty for the pdf my friend

#

I'm checking it now

#

oki thank u so much for the pdf

#

I think ur notes are enough, I'll just keep looking at them and studying them

#

Without keeping this channel longer

#

So that others can get help in the meanwhile

#

What do u think? :)

mystic saffron
#

ok I’m not sure if you’re just being nice or honest, but yes you’re right! Best of luck 🫶🏻

tepid patrol
#

Its not 100 % clear but mate, you did a lot already and thank u to both of u for the patience, I just need more work into it @mystic saffron @summer wave

#

How to end the help here?

summer wave
#

.close

tepid patrol
#

.close

odd edgeBOT
#
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tepid patrol
#

ty guys

odd edgeBOT
#
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plucky root
odd edgeBOT
plucky root
#

Here's my work

plucky root
clever fjordBOT
plucky root
#

,rccw

clever fjordBOT
plucky root
#

,rccw

clever fjordBOT
plucky root
#

,rccw

clever fjordBOT
solar peak
#

convert to sin and cos

#

then kings rule

plucky root
plucky root
solar peak
#

obviously

plucky root
#

It's pi/4 and pi/6

solar peak
#

look at the limits

#

oh wait

#

saw pi/3

#

then wait one sec

plucky root
#

Oki

solar peak
plucky root
#

Guess what was the answer given

solar peak
#

yeah ur method looks write

#

right

#

check for calculation mistake then

plucky root
#

Hmm i see

#

The answer is given 0 btw

odd edgeBOT
#

@plucky root Has your question been resolved?

odd edgeBOT
#
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leaden karma
#

How do I solve the recurrence [ a_{n+1} = 1 + b_n\pi\lambda, \quad b_{n+1} = a_n\pi\lambda \text{ for } n>1, \quad a_0 = 1, b_0 = 0 ]

clever fjordBOT
#

kheer257

leaden karma
#

here lambda is a constant

#

It comes from the second part of this question, where I assume the form of $y_n(x)$ to be $y_n(x) = a_n \sin(x) + b_n \cos(x)$ and get these recurrences

clever fjordBOT
#

kheer257

leaden karma
#

I can get a second order recurrence in $a_n$, since $a_{n+2} = 1 + b_{n+1}\pi\lambda = 1 + \pi^2\lambda^2 a_n$

clever fjordBOT
#

kheer257

leaden karma
#

actually nvm I think I got it from here

#

.close

odd edgeBOT
#
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south plume
odd edgeBOT
south plume
#

quick question, what exactly is the difference between (1) and (2)?

#

delta is the Dirac delta

#

(1) says that for all finite t, delta(t) is non-negative

#

(2) says that for all non-zero t, delta(t) is 0

#

wut

woeful briar
#

the first one is kind of useless

south plume
#

yup

#

i wonder why it's even there then

woeful briar
#

but I guess its because they want to use theorems that only work on positive functions using this

south plume
#

oh true

#

they then talk about positive summation kernels

#

yup makes sense ig

odd edgeBOT
#
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shy bronze
#

do i have to differentiate all the answer choices to check?

cerulean vortex
#

in the interval [-2, 2] we have x^2-4 <= 0

#

so | x^2-4 | = 4-x^2

serene torrent
#

Please try to learn more about the topic first. I see that you may need help but asking this much questions is not right. We can help about a topic to solve many questions but we can't help with solving them one by one.

shy bronze
#

.solved

odd edgeBOT
#
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lone hatch
odd edgeBOT
lone hatch
#

For question 4), why is it wrong to pick an even number and then pick any number from the entire set i.e.
10C1 x 19C1 and then /2! for arrangements

forest sky
#

,rccw

clever fjordBOT
lone hatch
#

For example in question 3), I did 10C1 x 9C1 then /2! instead of their way

#

But I couldn’t apply it to 4

#

More specifically I did 10C1 to pick an initial even number and an even number times any integer is even so I can then choose from the remaining set which is 19 so 19C1 and then /2! for when the even is first or second

forest sky
#

in 3) you could divide by the number of arrangements of 2 numbers because each possibility does appear twice (once in each order) whereas in 4) only some possibilities appear in both orders

lone hatch
#

Since we’re multiplying it shouldnt matter which number is pulled first or second right?

#

The textbook is wrong

forest sky
#

yes, it shouldn't matter. but when we divide by 2! that would be to compensate for overcounting by having each possible ordering of pairs appear, e.g. we have both (2,4) and (4,2) in our setup

#

but (2,1) only appears once so it isn't overcounted

lone hatch
#

That makes sense

#

I think I found a mistake in the textbook but I wasnt sure

#

For case 4b when they do the ways for odd x even
10C1 x 10C1,
Did they not forget to account for arrangements by dividing by 2!?
So in case 4b theyre counting even x odd and odd x even as separate permutations

#

And if you divide by 2 for the 100 ways its 50 and then + 45 you get 95 total arrangements

#

Which is the same as 10C1 x 19C1 / 2!

#

but youre right that we also need to account for the case where it only appears once like (2,1)

forest sky
#

accounting for arrangements is compensating for the fact that the same pair of numbers appears twice (once in each order). but in this case you can get (1,2) but can't get (2,1) so it isn't overcounted like that

#

since there aren't any numbers which are both odd and even we can't get any repetition

lone hatch
#

I understand

#

I was thinking that you could switch the set you pick from first like odd even or even odd but then that would be another case and we didnt account for that so its not doubled

#

thanks

#

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odd edgeBOT
#
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mystic saffron
#

I understand the it is a converging infinite sum . Having us finding area1 and r. I haven’t freshed up on circle geometry so I’m stuck in finding the needed distance so I can find the radius so I can find the area so I can plug and find r so I can find the area of the second circle.

odd edgeBOT
#

@mystic saffron Has your question been resolved?

odd edgeBOT
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upbeat stump
upbeat stump
#

I don’t see where I went wrong tho

#

This shit pmo💔

cerulean vortex
#

i'm getting $\frac{x}{3\sqrt{3}}$

clever fjordBOT
upbeat stump
#

Damn so we all fumbling💔

cerulean vortex
#

weird, i got the total area $3\pi x^2 / 8$

clever fjordBOT
upbeat stump
#

Omg this question is so weird

#

Do u think we can assume B is the center of the first circle?

cerulean vortex
#

yes

upbeat stump
#

Right then I can’t see where I went wrong at all😭😭😭😭

#

Ight fuck it I give up💀🙏

#

Thanks for ur help dude

#

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#
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odd edgeBOT
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fleet lake
odd edgeBOT
vernal yacht
#

,rotate

clever fjordBOT
fleet lake
#

So it's 29

fleet lake
#

So I'll convert them into cos

#

Cos2x+2 into cos^2 x+1

#

It's cos 2 -1

#

Always -ve who hoo

#

D

#

.close

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fleet lake
odd edgeBOT
fleet lake
#

,rccw

clever fjordBOT
fleet lake
#

.close

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upbeat stump
#

What they mean by upper bound?

odd edgeBOT
upbeat stump
#

.close

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bold shard
#

Could someone teach me how to divide radicals from the basics to the rationalizing monomial square roots and conjugating binomial DoS

bold shard
atomic hornet
#

Let's clarify, you'd like to know how to change $a^2 - b^2$ into $(a+b)(a-b)$, am I correct? And another question is how to transform $\frac{1}{\sqrt{x}} $ into $\frac{\sqrt x}{x}$

clever fjordBOT
#

This is sad 😢

atomic hornet
#

@bold shard

atomic hornet
#

Ping me when you're back, then I'll begin with rationalization

bold shard
#

go ahead please!

atomic hornet
#

Alright!

bold shard
#

Cool

atomic hornet
#

First of all, we have $\frac{1}{\sqrt{x+1}}$, to rationalize this, we basically multiply the numerator and the denominator by $\sqrt{x+1}$. The result would be $\frac{\sqrt{x+1}}{x+1}$. Do you agree so far?

clever fjordBOT
#

This is sad 😢

bold shard
#

mhm

atomic hornet
#

u sure?

bold shard
#

Yeah

atomic hornet
#

there will be some small quiz later

bold shard
#

I’m with you

atomic hornet
#

Alright

bold shard
atomic hornet
#

Can you do $\frac{x+2}{\sqrt{x+1}}$ for me?

clever fjordBOT
#

This is sad 😢

bold shard
#

It’s 1 am in the morning

#

let me draw it on my phone or something

#

I’m on my bed

atomic hornet
bold shard
#

heh

atomic hornet
#

,rotate

clever fjordBOT
atomic hornet
#

There we go, what's the result?

bold shard
#

Calculating

#

I’m stuck

atomic hornet
#

Wanna show your current work?

#

We'll find out the mistake togethe

bold shard
#

Okay

#

Help I have no writing space

atomic hornet
#

it's alr

#

just post it here

bold shard
atomic hornet
#

,rcw

clever fjordBOT
atomic hornet
#

that question mark is just $\sqrt{x+1}$

clever fjordBOT
#

This is sad 😢

bold shard
#

Yes but I don’t know what I should next

atomic hornet
#

and yes, it cannot be simplified further

atomic hornet
bold shard
#

oh

atomic hornet
#

rationalization is basically removing sqrt from the denominator

bold shard
#

The bottom the square root is gone

atomic hornet
#

yes

#

That's the objective of rationalization

bold shard
#

ok

#

uhm

#

yeah what’s next 🙂

atomic hornet
#

That's actually the entire idea, wanna do a few more exercise?

#

@bold shard

bold shard
#

Sure

atomic hornet
#

We've already done half of the task you mentioned

#

Alright

#
  1. Rationalize the denominator:
    [
    \frac{5}{\sqrt{3}}
    ]

  2. Rationalize the denominator:
    [
    \frac{7}{2\sqrt{5}}
    ]

  3. Rationalize the denominator:
    [
    \frac{3}{\sqrt[3]{4}}
    ]

  4. Rationalize the denominator:
    [
    \frac{\sqrt{6}}{\sqrt{2} + \sqrt{3}}
    ]

  5. Rationalize the denominator:
    [
    \frac{2}{\sqrt{7} - \sqrt{5}}
    ]

  6. Rationalize the denominator:
    [
    \frac{1}{\sqrt[3]{2} + \sqrt[3]{4}}
    ]

clever fjordBOT
#

This is sad 😢

bold shard
#

Ok

atomic hornet
#

I just asked GPT for some sample questions cuz I'm too lazy to come up with some myself LOL. No worries, I'll verify your answers.

bold shard
#

5sqrt3 / 3

#

For the first one

atomic hornet
#

correct

bold shard
#

14sqrt5/10?

atomic hornet
#

Try again

bold shard
#

Hm

#

The only question is if you multiply the radical, does that coefficient multiply with the radicand

atomic hornet
#

you made a very smol mistake

atomic hornet
#

you just wanna rid sqrt out of the denominator, there's no need to disturb other residents there.

bold shard
#

I see the vision now

#

7sqrt5/5

atomic hornet
#

$\frac{7}{2\sqrt{5}}$

clever fjordBOT
#

This is sad 😢

atomic hornet
#

Look, all you need is to multiply both sides by sqrt5

#

you don't need to touch other numbers

bold shard
#

What would rationalizing this equation look like

atomic hornet
#

$\frac{7}{2\sqrt{5}} = \frac{7}{2} \times \frac{1}{\sqrt 5}$

clever fjordBOT
#

This is sad 😢

bold shard
#

Aren’t you technically supposed to get rid of the radical tho

atomic hornet
#

No, you are trying to Move it up

bold shard
#

Okay

atomic hornet
#

Please lemme know if you feel uncomfortable when I'm explaining, since my tone may come off rude

minor crest
#

.

bold shard
#

Not really

#

lmao

#

Why am I thinking so hard about the third one

#

I’m assuming you multiply the top by 1

#

And the bottom with cuberoot4

atomic hornet
#

lemme pin the question real quick

vernal yacht
bold shard
#

How would you know whether if you should bring the radical towards both the top and bottom

minor crest
#

Hello

bold shard
#

Or only bottom

atomic hornet
bold shard
#

What about cube root

#

The same?

atomic hornet
#

The same

#

they're all sqrt

bold shard
#

Do you do it twice

atomic hornet
#

no, what did we do to $\frac{1}{\sqrt 2}$

clever fjordBOT
#

This is sad 😢

bold shard
#

Multiplied sqrt 2 to num and denom

atomic hornet
#

Yes happy

#

So basically $\frac{1}{\sqrt[3]{2}}$ is the same

bold shard
#

Hm

#

Okay

#

I see

clever fjordBOT
#

This is sad 😢

bold shard
#

Index doesn’t matter

#

?

atomic hornet
bold shard
#

Idk we call the cube index

#

Any number on there

atomic hornet
#

Ohh

#

Alright, lemme demonstrate

#

gimme a min to latex it

#

[
\frac{1}{\sqrt[3]{2}}
= \frac{1}{2^{\tfrac{1}{3}}}
= \frac{1 \cdot 2^{\tfrac{2}{3}}}{2^{\tfrac{1}{3}} \cdot 2^{\tfrac{2}{3}}}
= \frac{2^{\tfrac{2}{3}}}{2}
= \frac{\sqrt[3]{4}}{2}
]

clever fjordBOT
#

This is sad 😢

bold shard
#

Oof

atomic hornet
#

bruh 😭
ya get it?

bold shard
#

Is the fractions supposed to be there

atomic hornet
#

which one?

bold shard
#

All

atomic hornet
#

yes

bold shard
#

Where’d you get 1/3

atomic hornet
#

you mean $\sqrt[3]{2}$?

clever fjordBOT
#

This is sad 😢

atomic hornet
#

$\sqrt[3]{2} = 2^{\frac{1}{3}}$

clever fjordBOT
#

This is sad 😢

bold shard
#

Yes

#

If you were to solve it would you solve it in fractions

atomic hornet
#

wdym

atomic hornet
bold shard
#

Nevermind

#

Yea

#

I’m getting too sleepy

#

It’s almost 2 am now

atomic hornet
#

no, I would get the answer myself

bold shard
#

And I have church 😭

atomic hornet
#

without this process

bold shard
#

Yeah

#

That’s crazy

atomic hornet
bold shard
#

I’m geeked rn so

#

tired

#

aight peace mate

atomic hornet
#

Alright

#

Should we call it a night?

bold shard
#

yeah

#

I can’t concentrate

atomic hornet
atomic hornet
atomic hornet
bold shard
#

Okay!

atomic hornet
#

Alright, have a good one

#

Cya around

bold shard
#

.close

odd edgeBOT
#
Channel closed

Closed by @bold shard

Use .reopen if this was a mistake.

atomic hornet
#

Don't troll here 😭

odd edgeBOT
#
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>.
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• 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.

past spear
#

hi can someone help me on this

odd edgeBOT
late sinew
odd edgeBOT
# past spear hi can someone help me on this
What step are you on?
1. I don't know where to begin.
2. I have begun but got stuck midway.
3. I got an answer but I was told that it's wrong.
4. I got an answer and would like my work checked.
5. I have a question about someone else's work/solution.
6. I have completed the problem and don't need help anymore. Thank you.
7. None of the above
past spear
#

im so confused i asked gpt and i stil dk

wooden python
#

!nogpt

odd edgeBOT
#

Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).

sand horizon
#

What did you tried

#

so far

past spear
#

well yea

#

and i got it wrong

wooden python
#

@past spear do you have an attempt of your own at all?

#

even if you got it wrong

#

show us anyway

sand horizon
wooden python
#

you may have done something right and we need to know

#

so that we can then tell you what to fix

#

or what to do in general

shell haven
wooden python
#

let op send us her attempt

shell haven
#

Owh-k

wooden python
#

... did op LEAVE THE SERVER?

#

@x.freddy404.x

#

bruh.

#

.close user left the server

odd edgeBOT
#
Channel closed

Closed by @wooden python

Use .reopen if this was a mistake.

late sinew
#

Instant give up

atomic hornet
#

Sadge

wooden python
atomic hornet
#

This is very sad 😢

odd edgeBOT
#
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.

hearty nest
odd edgeBOT
hearty nest
#

i m stuck

cinder lava
hearty nest
#

did that

#

but thought its useless

cinder lava
#

well

#

its not useless

#

im sending soln wait a moment

high cave
#

I forgot math

#

Im studying medicine 1st yr

#

I just came here seems like I totally forgot how to do this

#

wtf is my memory

cinder lava
#

i hope u know this property

high cave
#

bro what do u do

hearty nest
#

i forgot i can do that

#

thannks

#

.close

odd edgeBOT
#
Channel closed

Closed by @hearty nest

Use .reopen if this was a mistake.

cinder lava
hearty nest
#

yh

high cave
#

nvm, Im not into math anymore I finished my high school Im Pursuing medicine rn

hearty nest
cinder lava
reef belfry
high cave
#

I remember

#

but not like this

reef belfry
#

Bargad tale intezaar tera, mai karu kab tak...?

hearty nest
#

chup

high cave
#

I learnt in shortcut

reef belfry
high cave
#

integral vdu equals to udv

#

smth like that

reef belfry
#

study bio bro

high cave
#

substitution method

reef belfry
#

why tryna get into maths if u done

high cave
reef belfry
high cave
#

why do u speak like minecraft enchantment table

reef belfry
#

bro its just a song

high cave
#

oh Im sry

hearty nest
#

🤣

reef belfry
#

im obsessed

high cave
reef belfry
#

with that song

high cave
#

oh im sry

#

once again

reef belfry
#

why are u sorry

cinder lava
hearty nest
#

yh its fine

reef belfry