#help-33

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limpid bison
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9 cos squared t + 9 sin squared t = 9

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ah

mystic ledge
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šŸ‘

limpid bison
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ty

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.close

marsh citrusBOT
#
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marsh citrusBOT
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worthy harbor
#

-x^2 plus -7x is

marsh citrusBOT
worthy harbor
#

-8x^2 right?

vernal forge
#

you cannot simplify -x^2 - 7x

vernal forge
worthy harbor
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So they aren't like terms?

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How do I know if it's in standard form yet

marsh citrusBOT
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lean tangle
#

Hi, I could use some help with this problem:

Let $b_{k}\in\mathbb{N}{0}$ be for $k\in\mathbb{N}$ as well as $P{n}:=\prod_{k=1}^{n}\left(2b_{k}+1\right)$

Show using complet induction that for every $n\in\mathbb{N}$ a $\tilde{b}=\tilde{b}\left(n\right)\in\mathbb{N}_0$ exists with $P_n=2\tilde{b}+1$.

elfin berryBOT
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CreepyShadow

lean tangle
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sorry if the problem is worded a bit weird, I had to translate it.

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I think my main confusion is understanding what exactly is wanted from me

twilit geyser
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yeah the squiggle over the b is kind of confusing but they just mean that for every n you can find a B such that P_n=2B+1

lean tangle
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I think I need to understand the $\tilde{b}$ though to be able to write the proof correctly

elfin berryBOT
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CreepyShadow

twilit geyser
elfin berryBOT
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Merosity

twilit geyser
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although I wouldn't worry about determining exactly what the ~b(n) is, I don't think you really need to worry about that for the induction argument asked for here

lean tangle
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One thing that may just be a language barrier did you assume b_k = k or is that given.

twilit geyser
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I just picked it as a simple example

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to show what ~b(n) was in that case

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what you have to prove is more general yeah

lean tangle
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ok, that's what I thought

marsh citrusBOT
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marsh citrusBOT
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lean tangle
#

.reopen

marsh citrusBOT
#

āœ…

lean tangle
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my head is smoking and it's way too late now, gonna try some more tomorrow

marsh citrusBOT
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@lean tangle Has your question been resolved?

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silent fable
marsh citrusBOT
wooden shore
#

What don't you know

marsh citrusBOT
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@silent fable Has your question been resolved?

marsh citrusBOT
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storm flume
marsh citrusBOT
storm flume
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ok this is the question and the answer is 3/5 OR 1

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idk how to get the 1!!

still temple
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dont remove the square

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if ur gonna do it add absolute value

storm flume
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wdym?

still temple
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like |x|

storm flume
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-sigh- i havent learned that yet

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but ill ask my teacher tomorrow

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tysm!

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ā¤ļø

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.close

marsh citrusBOT
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still temple
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expand imo

leaden reef
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(2x-1)(2x-1) = (2-3x)(2-3x)

marsh citrusBOT
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fast bramble
#

Can someone check my answers

marsh citrusBOT
fast bramble
#

Answer check

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<@&286206848099549185>

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<@&286206848099549185>

leaden reef
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yeah its good

fast bramble
leaden reef
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yes they're fine

marsh citrusBOT
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@fast bramble Has your question been resolved?

marsh citrusBOT
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night lion
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how to solve e^x sinx integral without by parts since that will make this tedious

sweet pawn
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hmm]

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here's an idea

night lion
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eulers formula ?

sweet pawn
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,w sin(x)

night lion
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?

sweet pawn
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sin(z) = 1/2 i e^(-i z) - 1/2 i e^(i z)

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that's the identity i was looking for

night lion
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ph write eulers identity right

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just a little manipulated

sweet pawn
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yes

night lion
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hmm

marsh citrusBOT
#

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marsh citrusBOT
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sand river
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For 22 is that an acceptable way to answer the question?

covert scarab
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Looks alright

sand river
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Tysm

covert scarab
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Well it looks like you have a certain amounts of characters to enter your ans with so if it fits that block you can have some surety, no?

sand river
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no the box expands as my answer gets longs

covert scarab
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Ah, evil men

sand river
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If that’s what u mean?

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LOL

covert scarab
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Format's always the death of me

sand river
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yeah my teacher wanted one polynomial division done by Dx times q(x) plus remainder

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So that’s exactly what I did

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But apparently I got put parenthesis around d and q for it to be correct so I lost all points on a question that I got the answer right but the format wrong

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Like I guess I’m in the wrong but I wonder how much points he will give me back.. hopefully all

covert scarab
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Depends on what Dx and q(x) were equal to

sand river
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D was dividend and a was quotient

sand river
covert scarab
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It's an x^4 degree polynomial

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So there's 4 roots

sand river
covert scarab
sand river
covert scarab
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Sure

sand river
covert scarab
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Doesn't look right

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How can an x of 1 give you two different y values in the same quadrant ?

sand river
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Maybe I don’t understand the question hold on

covert scarab
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What is the equation of a unit circle

sand river
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X^2 plus squared equals 1

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Y

covert scarab
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They gave you a y

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So you just need to solve for x

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Then determine which x lies in the quadrant they gave

sand river
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For the first one

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I got 8/17, -8/17

covert scarab
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So which would be in quad 4

sand river
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-8;17

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-8/17

covert scarab
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Yes

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Same process for the next question

sand river
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I did the other one too I got 3 squadron of 5 all over 7

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So the ones that’s negative is in the Q4 right

covert scarab
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Yes

sand river
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Wait why is wrong LMAO

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inout it in and it’s x LMAO

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I put it in and it’s wrong

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Ohh

covert scarab
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You said 3sqrt5 /7 right?

sand river
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Simplify

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It

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Right

sand river
covert scarab
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Yeah that's right

sand river
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For the -8/17 one

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It’s wrong

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It says

covert scarab
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-8/17

sand river
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Yeah

covert scarab
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do your instructions ask you to round off maybe?

sand river
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No it doesn’t say that

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The positive is the right one

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I’m confused now

covert scarab
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oh yes

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it is

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I'm clearly up past my bedtime

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  • is quad 2 and 3
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negative

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positive is quad 1 and 4

sand river
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OMG

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why did I think it was negative too

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omg I’m getting delusional as well

covert scarab
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passing on my delusions

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well same answers just both positive

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is the moral of the story

sand river
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Damn I got 0.25 pts taken off

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LOL

sand river
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Yesss like bruhh

marsh citrusBOT
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@sand river Has your question been resolved?

proud arch
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What's the question

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Or has this been resolved

marsh citrusBOT
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daring herald
marsh citrusBOT
daring herald
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When differentiating that 2 in the fraction vanishes

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Am I right?

sterile pagoda
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Differential of x^4 is 4.x^3

(4.x^3)/2 becomes 2.x^3

daring herald
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Thanks chaps

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I had a mate clear it up for me

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.close

marsh citrusBOT
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marsh citrusBOT
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sand river
#

The question asks solve the given inequality graphically?

sand river
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A little stuck on that

still temple
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plot (x-1)(x-4)

marsh citrusBOT
#

@sand river Has your question been resolved?

marsh citrusBOT
still temple
#

?

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he s actually helping that girl

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LMAO

sinful thistle
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LOL who did that

still temple
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IDK

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but its funny

sinful thistle
crystal lintel
marsh citrusBOT
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mortal badger
#

how can one see without too much calculation that these generating sets all generate the entire A_5 (the alternating group for n = 5)

marsh citrusBOT
#

@mortal badger Has your question been resolved?

royal sable
#

Those generators don't produce (1,3)(2,4)

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Because 1 always goes to 2

mortal badger
#

oh damn

marsh citrusBOT
#

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marsh citrusBOT
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dark meadow
#

hi! any idea how do I know if delta is negative, positive or equal to zero in a quadratic inequality?

cunning oak
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is delta the b^2 - 4ac term?

dark meadow
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yes

cunning oak
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it depends on what the question wants ; no real roots, D < 0
1 real root D = 0
2 real roots D > 0

dark meadow
cunning oak
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oh

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if its < 0, then it has atleast 2 roots => D > 0

marsh citrusBOT
#

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marsh citrusBOT
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whole notch
#

How to evaluate this integration? i already evaluate a) and proof d) the ans show in pic1, pic2 is my step, pic3 is answer from mathematica, pic4 is the answer from the textbook

glass silo
#

The integral from part e)?

whole notch
glass silo
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While cos(pi - x) is -cos(x), remember that cos^2(…) is shorthand for (cos(…))^2

whole notch
#

oh

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so it is 1+(cos(x))^2

glass silo
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At which point you can rearrange to find the original integral on the right hand side, and some multiple of the integral from part (c) also on the RHS

whole notch
#

ok

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solved, thanks a lot

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btw why mathematica answer is wrong

whole notch
#

oh 🤣

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thx

marsh citrusBOT
#

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cerulean sequoia
#

hi, anyone got an idea what function this graph represents?

valid cape
#

this is not a function

cerulean sequoia
#

sorry for my bad drawing skills

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can u define it in some way?

devout mauve
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functions can only have one y value for every x value

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you might be interested in sqrt(1-x^2) or -sqrt(1-x^2) which are also semicircles, but rotated

cerulean sequoia
#

yeah that might work as well

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thanks

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.close

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still temple
marsh citrusBOT
still temple
#

Am I right in saying that this is an expression for the total impendance?

marsh citrusBOT
#

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burnt lava
#

.reopen

#

SJBJDBSJAFDAJKSFNS

marsh citrusBOT
burnt lava
#

YAY I DID IT

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SOMEONE HELP ME

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SOS......

plain violet
#

what

burnt lava
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ok so

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I have to find the distance between the point P(8.11) to the line l, the line l is given with 3x+4y-18=0

dark lotus
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To its in the form y = mx+c

burnt lava
#

GULP WHAT😭

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WHERED THE M COME FROMMMMM

junior copper
#

dude distance formula

junior copper
burnt lava
#

oh

dark lotus
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M is the gradunt

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C is the y intercept

burnt lava
#

I don't understand.....

dark lotus
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Thats the equation of a line

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The line u was givin *

burnt lava
#

right

dark lotus
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So now

plain violet
burnt lava
#

it told me to find the normal vector before that though, does that have anything to do with it at all

dark lotus
burnt lava
dark lotus
#

Oh

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You need to use this formula

burnt lava
#

but I'll do it anyway

plain violet
burnt lava
dark lotus
plain violet
#

but if you chedk out the proof for that formula you will understand everything

dark lotus
#

A in your case would be 3

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B would be 4

burnt lava
#

yeah so

dark lotus
#

C is -18

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Now sub it in on a calc

burnt lava
#

n = (3,4) right

plain violet
#

very good explanaition

burnt lava
elfin berryBOT
burnt lava
#

thanks discord peoplešŸŽ€

marsh citrusBOT
#

@burnt lava Has your question been resolved?

burnt lava
#

oh yeah I have to close it

marsh citrusBOT
#
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marsh citrusBOT
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nova condor
#

I've been away for two weeks so there are lots of math ideas ive forgotten.

Here is the problem: Find the equation of the line which passes through point (3,1) and is parallel to the line which passes through (-1,2) and (3,4).

nova condor
#

To be completely honest I have no real idea of what to do besides finding the lines on graph which i did

junior copper
#

Those who knowšŸ’€

junior copper
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wait brain fart

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point slope form

still temple
junior copper
#

$y-y1=m(x-x1)$

elfin berryBOT
junior copper
#

so its kinda like this

still temple
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Yo don't u find slope first

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And then point slope form

junior copper
#

non linear storytelling

nova condor
nova condor
junior copper
#

do you know the slope formula

nova condor
still temple
nova condor
still temple
junior copper
#

uhh

nova condor
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oh ya i know that

still temple
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I wrote it wrong

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Hel

nova condor
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oh

junior copper
#

$\frac{y2-y1}{x2-x1}$

elfin berryBOT
junior copper
#

is what i meant

still temple
#

Yeah that

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Slopr formula

nova condor
#

k

junior copper
#

using this formula find the slope between the points (-1,2) and (3,4)

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for example x1 y1 would be -1 and 2

nova condor
#

so you plug in 2 in where the first y is?

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and 4 where the second one is?

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same for the x's?

junior copper
#

Yes so it would be like this filled in$\frac{4-2}{3--1}$

elfin berryBOT
nova condor
#

soo

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2/2?

junior copper
#

Correct

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so the slope you now know is simply 1

nova condor
#

k

junior copper
#

we were told that they were parallel

nova condor
#

yes

junior copper
#

so that means they have the same slope

nova condor
#

yeah

junior copper
#

you are finding the line that passes through point 3, 1

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correct?

nova condor
#

yes

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the equation of the line

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so it would be in y=mx+b form

junior copper
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yes but to do it with a point you already have you need to use the point slope

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mentioned above

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then you can convert to y=mx+b

nova condor
#

im following

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wait

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my solutions says...

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$(4-2)/{3-(-1)}=1/2$

elfin berryBOT
#

RƦnger

quick dust
#

3 - (-1) = 4

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Not 2

nova condor
#

uh

still temple
#

He simplified it

nova condor
#

its 2/4 simplified

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i believe

still temple
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Yea

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So ur slope is ½ 😊

nova condor
#

ah hah

rose heart
nova condor
#

thats what i was saying

still temple
#

Input it now y=mx+b

nova condor
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y=1/2x+b

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x=3

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so

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y=1/2(3)+b

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y=1

still temple
#

Hold on.

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šŸ’€

junior copper
#

how??

quick dust
nova condor
#

1=1/2(3)+b

quick dust
#

This guy was wrong

junior copper
#

the math was not mathing

still temple
#

Pron typo

junior copper
#

the brain was not braining

still temple
#

Its ok 3-1 is 2 😊 u just forgot -

junior copper
#

i assumed he was correct🤦

nova condor
#

mbmb my fault

still temple
#

Yessirr

nova condor
#

im a bit slow

still temple
#

No ur not

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Everybody slow at one point

#

šŸ’€

nova condor
#

alright

#

now im here

#

$1=1/2(3)=b$

elfin berryBOT
#

RƦnger

nova condor
#

I need to slove for b to get that number

#

so multiply 3 to 1/2?

#

3/2?

junior copper
#

yes

#

hopefully im not stupiding

#

im gonna be honest i dont know how you got here

nova condor
#

wait that equation is messed up

#

well i have (3,1) x=3 and y=1

junior copper
#

$y=\frac{1}{2}x-\frac{1}{2}$

nova condor
#

y=1/2x=b

elfin berryBOT
junior copper
#

you are supposed to get to this

nova condor
#

thats the answer

#

how did you get there?

#

lol

junior copper
#

ok maybe if i do it on my whiteboard

#

gimme a sec

nova condor
#

1=1/2(3)+b

#

k

junior copper
#

,calc 1/2 * -3

elfin berryBOT
#

Result:

-1.5
junior copper
#

@nova condor

nova condor
#

kk

junior copper
#

,r

#

,rotate

elfin berryBOT
nova condor
#

ty lol

#

ah hah! i got it!

#

Ive never seen that formula in my math book before

#

tyty

#

.close

marsh citrusBOT
#
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twin olive
#

Could someone pls send me the solution of problem 1,2,3,4 and 5

marsh citrusBOT
#
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gilded lava
marsh citrusBOT
gilded lava
#

Anyone please check my work

#

I want to solve the problem by general method

#

So I need some hints only

#

So that I can feel i will get same result by both methods

#

General term is :

#

Sum k=1 to infinity

(-1)^(k+1) (multiplication k=1 to infinity (3k-2))/(5^k k!)

main idol
#

how does 3k-2 = 1 * 4 * 7

gilded lava
#

There must be a multiplication on denominator

gilded lava
main idol
#

why are you being a crybaby

main idol
gilded lava
void elm
gilded lava
main idol
gilded lava
#

You were also wrong few hours ago

#

a guy corrected you??

main idol
gilded lava
#

riflou

main idol
#

i recommend therapy

#

for your crybaby

gilded lava
#

Okay fine. I am going to MSE...no time for...shittalks

main idol
#

do that first and save everyone's time

gilded lava
#

Enjoy your behaviour

#

Open your eyes and read some pictures

main idol
gilded lava
#

.close

marsh citrusBOT
#
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marsh citrusBOT
#
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lavish owl
marsh citrusBOT
lavish owl
#

how do i do a

#

The figure below shows the graph of a function f, along with the tangent to the graph at points A and B. Use the figure to find:

red nimbus
#

count squares

lavish owl
#

what

red nimbus
#

how long is the green

lavish owl
#

4?

#

why does it stop at the top point not when it goes further from the graph?

red nimbus
red nimbus
marsh citrusBOT
#

@lavish owl Has your question been resolved?

lavish owl
#

.close

marsh citrusBOT
#
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marsh citrusBOT
#
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junior blade
#

how to solve this inequality : $1/x \ge -1 $

main idol
#

multiply both sides by x

junior blade
#

here's the original problem

#

it's to find the domain of this function

wary kite
#

can you divide by zero?

junior blade
#

so I should solve $1+1/x \ge 0$

elfin berryBOT
#

Hamdy Hisham

junior blade
wary kite
junior blade
#

but also you can't have a negative number under a square root

wary kite
#

so what’s the issue then

#

you’ve ruled out x ≠ 0

#

and established 1 + 1/x >= 0

#

do what riemann said

junior blade
elfin berryBOT
#

Hamdy Hisham

junior blade
#

right ?

wary kite
#

yes

junior blade
#

but for example if you take x = -1/2

wary kite
#

or no nevermind

junior blade
#

why no

wary kite
#

$1 + \frac{1}{x} \geq 0$

elfin berryBOT
wary kite
#

should be less than yea?

hushed egret
wary kite
#

not greater than

junior blade
elfin berryBOT
#

Hamdy Hisham

junior blade
#

$1 \geq -x$

elfin berryBOT
#

Hamdy Hisham

wary kite
#

x is negative though

#

we’re looking at the branch where x isn’t greater than zero yea

#

because we already know x>0 works

junior blade
#

yup I get it now

hushed egret
#

multiplying by x^2 avoids all these issues

junior blade
#

I felt stupid as hell

wary kite
hushed egret
#

you get $x \ge -x^2$, so $x^2 + x = x(x + 1) \ge 0$

elfin berryBOT
hushed egret
#

classic quadratic inequality

junior blade
#

thnx

hushed egret
#

(so many people still mess these up tho bending_skull )

junior blade
#

.close

marsh citrusBOT
#
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marsh citrusBOT
#
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wide tundra
#

Was able to get b=-1/2 but unsure how to get a=1. Please help.

marsh citrusBOT
#

@wide tundra Has your question been resolved?

wide tundra
#

If someone can explain how to get both a=1, and b=-1/2 that'd be greatly appreciated

red nimbus
wide tundra
#

I plugged in X=[2 0 2] into the equation 1x+ay+bz=1

#

So 1(2)+a(0)+b(2)=1

#

b=-1/2

red nimbus
#

ok good

wide tundra
#

Tried doing the same thing for [-1 1 0] but I get 2

#

Instead of 1

#

So a lil lost

#

Any ideas?

red nimbus
#

let me write it down

#

we can tell z = 3 from the system

#

y can be a free variable

#

let's call y = t

wide tundra
#

z=2?

red nimbus
#

yep 2nd row

wide tundra
#

yea im following

red nimbus
#

,, X = \left [ \begin{array}{c} 1-at-2b \ t \ 2 \end{array} \right ] = \left [ \begin{array}{c} 1-2b \ 0 \ 2 \end{array} \right ] + t \left [ \begin{array}{c} -a \ 1 \ 0 \end{array} \right ]

elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

this is the solution vector now you just need to compare

wide tundra
#

im so lost hahahah

red nimbus
#

ok hold still

#

you know

wide tundra
#

prof didnt even tell us anything about solution vectors ngl

red nimbus
#

,, X = \left [ \begin{array}{c} x \ y \ z \end{array} \right ]

wide tundra
#

then throws this question in the practice midterm

elfin berryBOT
#

bacc (unhelpful)

red nimbus
wide tundra
#

Kk

#

I'm following

red nimbus
#

from the system we deduce z=2

wide tundra
#

ok plug that in

red nimbus
#

from the system we can pick y as a free variable

#

let's call that t

#

ok?

wide tundra
#

Don't get that part

#

Why is y a free variable

red nimbus
#

you can pick actually decide between x and y

#

because z is taken

#

and we have one zero row

wide tundra
#

Ok so wouldnt that mean a could be any real number

red nimbus
#

we will get to a soon

#

we pick a free variable first

wide tundra
#

kk

red nimbus
#

ok so

elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

we can find x in terms of y

#

looking at the first row

elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

y is more conventient to choose as free variable otherwise you would have to divide by a and stuff

#

so instead we just move everything to the other side that is not x

elfin berryBOT
#

bacc (unhelpful)

#

bacc (unhelpful)

wide tundra
#

Ahh okay

red nimbus
#

now do the same

elfin berryBOT
#

bacc (unhelpful)

wide tundra
#

so if we choose y as a free variable it just becomes 0 on the solution matrix?

red nimbus
#

no

#

it's basically

#

0y = 0

#

y can be anything here then

wide tundra
#

i feel like an idiot

#

why are we multiplying y by 0

red nimbus
#

it's the 3rd row basically

#

you basically have 0 = 0

#

since we chose y as a free variable you can also write 0*y = 0

wide tundra
#

ok i see

red nimbus
#

to say that no matter the value of y it doesnt affect this equation

wide tundra
#

same thing as what we did to 1(z)=2

red nimbus
#

yes

#

and with x

#

first row

#

so now you simply compare

#

,, \left [ \begin{array}{c} 1-2b \ 0 \ 2 \end{array} \right ] + y \left [ \begin{array}{c} -a \ 1 \ 0 \end{array} \right ] = \left [ \begin{array}{c} 2 \ 0 \ 2 \end{array} \right ] + t \left [ \begin{array}{c} -1 \ 1 \ 0 \end{array} \right ]

elfin berryBOT
#

bacc (unhelpful)

wide tundra
#

Also so sorry

red nimbus
#

1-2b = 2 and -a = -1

#

the thing is i wanted to choose y as t so it would be more intuitive

wide tundra
red nimbus
#

since both are parameters

wide tundra
#

where does the +y... come from

red nimbus
#

i pulled y out

wide tundra
red nimbus
#

ok let me write it down

wide tundra
#

I'm so sorry haha

red nimbus
#

it's ok

elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

like the first step was to split the vector into two vectors where we separate y from the "non-y" stuff

#

and then I pulled out y

wide tundra
#

OH OKAY I SEE IT

red nimbus
#

ok good, was about to use colors

wide tundra
#

BAHAHA

red nimbus
#

so back

elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

aside from the parameter

wide tundra
#

I just don't get how you pulled the y out

#

ok nvm i lied

red nimbus
wide tundra
#

i see it

#

yep

red nimbus
#

common factor

#

0 = 0y

red nimbus
#

1-2b = 2 and -a = -1

wide tundra
#

I see

red nimbus
#

and again

#

if you chose x as a free variable instead, it would have worked out too but it would be uglier

#

in terms of terms

wide tundra
#

Is there not an easier way to find a?

#

Like the method I used to find b?

#

Or is doing this just more reliable

#

Cause I was looking at the solution the practice test had and it came out with

red nimbus
wide tundra
#

āˆ’1+aā‹…1+bā‹…0=0

red nimbus
#

takes you at most 1 min

wide tundra
#

It did this

red nimbus
#

it just too awhile cause i explained it to you

wide tundra
#

Nice way to call me slow

red nimbus
#

no

#

there is no shame

wide tundra
red nimbus
#

nobody wins if i just skip steps

wide tundra
#

why do they expect us to solve it like this

red nimbus
#

Ok so you have [x = 1-at-2b ]

elfin berryBOT
#

bacc (unhelpful)

wide tundra
#

so real

red nimbus
elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

Now

#

you could do the following

elfin berryBOT
#

bacc (unhelpful)

red nimbus
#

compare

#

2 = 1-2b
-t = -at

#

so a = 1

#

b = -1/2

#

basically this is called coefficient comparison

#

i compare the terms with t well with t

#

and the terms not with t with the term not with t

wide tundra
#

how is x=2-t?

red nimbus
#

x resembles the first component of X

#

which is if you sum up

#

2+(-1)t = 2-t

wide tundra
#

ok i see now

#

thank you so much

#

was looking through all my lecture notes and this kind of question did not pop up at all

#

.close

marsh citrusBOT
#
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#
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wise oxide
marsh citrusBOT
wise oxide
#

Did I do anything correct

agile ice
# wise oxide

It isn't absolutely convergent, because it fails the p-series test

#

It's conditionally convergent though

wise oxide
main idol
#

this is correct

agile ice
#

The limit of 1/sqrt(n) = 0 is correct for alternating series test, but it doesn't show absolute convergence

#

Only conditional

wise oxide
#

Without the abs value

agile ice
rocky lark
#

try using the Leibniz criterion

marsh citrusBOT
#

@wise oxide Has your question been resolved?

marsh citrusBOT
#
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cosmic shuttle
#

I need help with these questions

marsh citrusBOT
#

@cosmic shuttle Has your question been resolved?

marsh citrusBOT
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marsh citrusBOT
blissful zenith
#

good idea

#

what have you done so far?

marsh citrusBOT
#

@sacred rivet Has your question been resolved?

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marsh citrusBOT
#

@west raft Has your question been resolved?

kind shadow
#

you are given the angular vel vs time graph

#

the area between the curve and the x axis represents the angular position incrememnt

#

the reason why is that multipying the height with width on the graph is the same as multiplying the speed times time

#

which gives displacement

#

did you draw the axes of your angular pos vs time graph at least?

marsh citrusBOT
#

@west raft Has your question been resolved?

marsh citrusBOT
#
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copper basin
#

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copper basin
#

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#

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#

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tight kite
#

you don't need to

#

just take derivatives of the options and check if it matches

copper basin
#

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tight kite
#

except for c

copper basin
#

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tight kite
#

wym

#

if D matches then its the answer

copper basin
#

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quick moth
#

well well well šŸ˜­šŸ™šŸ™

#

look who we have here

copper basin
#

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tight kite
copper basin
#

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#
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copper basin
#

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copper basin
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fast bramble
wary kite
#

!occupied

marsh citrusBOT
#

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copper basin
#

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wary kite
#

what are the two points

#

substitute those x and y values

#

and solve for y’

copper basin
#

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wary kite
copper basin
#

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wary kite
#

then divide by the remaining expression

#

to isolate y’

copper basin
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wary kite
#

yep

copper basin
#

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marsh citrusBOT
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fast bramble
marsh citrusBOT
#

Please don't occupy multiple help channels.

fast bramble
#

Need help on

#

Starting these

rancid geode
#

what do u notice

#

about these graphs

fast bramble
#

This was wrong only got one answer left

final skiff
amber birch
#

yeah should be (x - 3)^2

#

you clearly understand the concept though

#

so just sub x = 0 in again to find your new value of k (not -1.2)

fast bramble
fast bramble
#

So plug in 0 into the X?

amber birch
#

yes, start over and remove the -1.2 also

fast bramble
#

Got it

amber birch
#

so you have $y = k \frac{(x - 2)^2}{(x + 1)(x - 3)^2}$

elfin berryBOT
#

south's secret twin brother

amber birch
#

and $x = 0, y = -0.3$

elfin berryBOT
#

south's secret twin brother

fast bramble
#

I got 0

#

How did you get that

#

@amber birch

amber birch
fast bramble
#

So it’s this?

amber birch
amber birch
fast bramble
amber birch
#

yes

fast bramble
#

-0.45?

amber birch
#

so we have $-\frac{3}{10} = k \cdot \frac{4}{9}$

elfin berryBOT
#

south's secret twin brother

fast bramble
#

So this

amber birch
#

no

fast bramble
#

Then what

amber birch
fast bramble
#

Okay so

#

What next

amber birch
fast bramble
#

We divide by 4/9

#

@amber birch

amber birch
fast bramble
amber birch
#

I'm wondering what you did to get -1.2 before?

#

cause it's the same steps, just with a different function

fast bramble
amber birch
amber birch
fast bramble
#

What about question 9

#

21 minutes till it’s due

amber birch
fast bramble
#

I got this so far @amber birch

amber birch
#

I'm not interested ok

fast bramble
wary kite
#

he doesn’t feel like helping you

amber birch
#

I'm not helping you with your question 9

fast bramble
wary kite
#

wild

#

šŸ’€šŸ’€

fast bramble
wary kite
#

OH

#

😭😭😭

fast bramble
#

Help a brother out

#

Question 9 is all I need

wary kite
#

ever try the video

fast bramble
wary kite
#

they’re?

fast bramble
#

Yes

wary kite
fast bramble
wary kite
#

so why tf isn’t it in your function

#

ā‰ļøā‰ļø

fast bramble
#

Where do I put it

#

Numerator

#

Or denominator

#

Do u do

#

I*

#

X-0

wary kite
#

x-0 is unnecessary sir

fast bramble
#

So just X

wary kite
#

it’s the same as x

fast bramble
#

Okau so we got that

#

@wary kite

wary kite
#

looks like a horizontal asymptote too though

#

at y = -2

fast bramble
#

That’s why I have X-2

#

On top

wary kite
#

nah you did that for the zero

#

look at the horizontal line

fast bramble
#

Ohhh

fast bramble
#

On top as well?

#

@wary kite

wary kite
#

what’s this?

#

is that supposed to be there

#

it’s in a lighter color

fast bramble
wary kite
#

ahh i see

#

there’s the piece below

#

ok

#

makes sense

fast bramble
#

Yup that’s why I have it to the power of 2

#

Cause it’s smaller

#

How much more we got @wary kite

#

It’s due in 7 min

wary kite
#

ok then your functions wrong

#

get rid of the square

fast bramble
#

Got it

#

Let’s make it work

wary kite
#

and

#

now we need the horizontal asymptote at y = -2

#

so we need

fast bramble
#

Ok so what we do

wary kite
#

the limit x -> -inf to be -2

#

and

#

lim x -> inf to be -2

fast bramble
#

So what we gotta do

wary kite
#

well

#

what do you know about horizontal asymptotes

#

you have a few minutes

#

is this the last question

#

consider the case when the numerator and denominator have the same degree

#

which is the case we have

#

what does the horizontal asymptote =

#

it’s y = …

#

what is it

fast bramble
wary kite
#

how do we find it

fast bramble
fast bramble
wary kite
#

yea that’s good ig just make sure it’s typed correctly

fast bramble
#

Do got it

wary kite
#

$\frac{-2(x)(x-2)}{(x+3)(x-5)}$

elfin berryBOT
wary kite
fast bramble
#

Got it

#

Let’s go

wary kite
#

my goat

fast bramble
#

🫔 my boy

#

.close

marsh citrusBOT
#
Channel closed

Closed by @fast bramble

Use .reopen if this was a mistake.

fast bramble
#

@wary kite

#

Tell moderators

#

@fervent rock tried to charge me money in dms

wary kite
#

LOL

#

he’s the same guy that said he’d help someone in 20 minutes

marsh citrusBOT
#
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• Show your work, and if possible, explain where you are stuck.
• After 15 minutes, feel free to ping <@&286206848099549185>.
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wary kite
#

<@&268886789983436800>

marsh citrusBOT
wary kite
#

what do y’all do about that

fast bramble
#

Tell mods

fast bramble
#

Bros a scammer

delicate prairie
fast bramble
#

I asked for free he said no little money

wary kite
#

what about after

#

you approached him tbh

fast bramble
#

He wouldn’t answer

fast bramble
#

He deleted something lol

#

He messaged first

#

He’s slick

wary kite
#

it would be different if he sent you a dm though

#

.close

marsh citrusBOT
#
Channel closed

Closed by @wary kite

Use .reopen if this was a mistake.

marsh citrusBOT
#
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 #ā“how-to-get-help for further information on how to ask a good question, and about conduct in the question channels.