#help-13

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nimble ibex
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so my current equation is

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35^2 / 2= v^2 / 2 +mgrsin(theta)

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which i can rearrange to get v^2 = 35^2-25g sin(theta)

rich field
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im getting this

nimble ibex
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so using mv^2/r that should get me R right?

rich field
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and the normal

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normal + mv²/r = R

nimble ibex
#

whats the normal?

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ah

rich field
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youll get mgsin theta

nimble ibex
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mgsin(theta)

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rightttt

rich field
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yeah

nimble ibex
#

and that makes the three

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thank you

rich field
#

yeah

nimble ibex
#

Have a great day!

rich field
#

same to you!

nimble ibex
#

.close

cedar kilnBOT
#
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marsh pond
cedar kilnBOT
marsh pond
#

Any suggestions for how to solve?

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parallel, not perpendicular

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crimson sedge
marsh pond
#

.reopen

cedar kilnBOT
#

marsh pond
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or would it only work with a certain constant

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due to the point

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I think I understand now

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we just need to find the constant, that's all that will change

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but not any constant

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i will do the math to find that

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.close

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winged grail
#

Did I do this right?

cedar kilnBOT
muted bear
#

sounds good

nimble mountain
#

sounds

muted bear
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good

crimson sedge
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can anyone expain the logic behind it ? i can't understand how he did it

nimble mountain
crimson sedge
#

aah got it

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thanks

nimble mountain
winged grail
#

Alr thanks everyone

nimble mountain
winged grail
#

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meager pike
cedar kilnBOT
meager pike
#

Anyone understand this

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I'm talking about the calculations

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Lol

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mighty drift
#

yeah we all just pretend to
Welcome

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nah jk, but sometimes it do be like that

cedar kilnBOT
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tranquil arch
#

how do you show that in a normed space $(X, |\cdot |)$ over the field $\mathbb{K}$, the sequence $(\alpha_n x)_n \to y$ where $\alpha_n \in \mathbb{K}$, $x\in X$ must mean that $y$ is a scalar multiple of $x$

wraith daggerBOT
#

CoolShot

tranquil arch
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i.e. a sequence of scalar multiples of a vector (if it converges) must converge to a scalar multiple of the vector

mighty drift
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this is equivalent to saying that a 1D vector space is closed

mighty drift
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for instance, that linear maps are continuous, and for every subspace, you can represent it as the kernel of a linear map

tranquil arch
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i attempted a basic proof but couldnt really finish it

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i should have probably mentioned K = R or C this would probably simplify it

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but then i think i can show that a_n is convergent

tranquil arch
mighty drift
mighty drift
tranquil arch
# mighty drift if you can show this, it works

well |a_n - a_m| ||x|| = || a_n x - a_m x || = || a_n x - y + y - a_m x || ≤ || a_n x - y || + || a_m x - y || which is bounded by some positive number after some N, so |a_n - a_m| is cauchy and C is complete, so convergent

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i feel like im making some mistake here but i cant find one

mighty drift
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it's not the sequence of differences that is cauchy

tranquil arch
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oh oops its just a_n that is cauchy

mighty drift
tranquil arch
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yes right

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i guess the problem is that ||x|| must be positive here

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if it is zero then it works anyway but this works for positive

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ok then thanks i figured the proof out

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cedar kilnBOT
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smoky heart
#

A+b+c

cedar kilnBOT
idle tusk
smoky heart
#

(a+b+c)^2

idle tusk
#

!xy

cedar kilnBOT
#

Please show the original problem, exactly as it was stated to you, with the entire original context. A picture or screenshot is best. If the original problem is not in English, then post it anyway! The additional context might still be helpful. Do your best to provide a translation.

idle tusk
smoky heart
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Yes

idle tusk
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first consider (a+b) as an atomic thing

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then use (x+y)^2 = x^2 + 2xy + y^2

cedar kilnBOT
#

@smoky heart Has your question been resolved?

river steppe
# smoky heart Yes

этот сервер предназначен для плохих слов

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charred hedge
cedar kilnBOT
charred hedge
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Not sure what differential equation to make with this info

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can anyone help?

upper abyss
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Differentiate the equation for the track, in terms of t.

charred hedge
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ah I see

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Thank you

#

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sharp lotus
#

so i think it helps if you think about multiplication of the complex numbers as being a dilation (like a streteching) together with a rotation

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and when you write the numbers in that re^i theta form you can see immediately what the stretching factor is and what the rotation is

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so if you have two numbers and you multiply them together (z and w) you would basically be multiplying their "r's" and adding their angles

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so z * z would become r^2 e^(i (theta+ theta))

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so what would be the magnitude (the r) in front of z^5 ?

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yeah exactly, but the problem is also giving that z^5 = 2z which we can write as 2re^itheta, so this basically gives is r^5 = 2r

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so we know from one hand the magnitude of z^5 is r^5, but we are also that the magnitude is 2r

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since the magnitude of the number 2z is just twice that of z

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i dont understand the left side of your equation

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$z=re^{i\theta}$

wraith daggerBOT
sharp lotus
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so when we raise to 5th power, because of thinking independently of the "dilation of the magnitude and addition of the angles" we can think of it as:

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$z^5=(r)(r)(r)(r)(r)e^{i(\theta+\theta+\theta+\theta+\theta)}=r^5e^{i5\theta}$

wraith daggerBOT
sharp lotus
#

but we are also given z^5 = 2z, namely z^5 is a complex number that if you think of it as a R2 vector is in the same direction as z, which isn't trivial because most complex numbers when you are raising them to a power will be rotating them to some other random direction, but the magnitude is twice as much

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$r^5e^{i5\theta}=2z=2re^{i\theta}$

wraith daggerBOT
sharp lotus
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so all were doing now is like matching up the magnitudes (r^5 = 2r)

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you can factor

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and keep in mind r is real and positive

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r^5 -2r = 0
r(r^4-2) = 0
now use diff. of squares:
r(r^2-sqrt 2 )(r^2+sqrt 2) = 0

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so the right factor can't give us any real positive roots we can ignore that as well as r = 0 so look at
r^2 - sqr 2 = 0
use diff of squares again
(r - 4th root of 2)(r + 4th root 2) = 0
and the only positive real root seems to be r = 4th root of 2

sharp lotus
# wraith dagger **Soosh**

now for theta, probably technically i shouldnt write theta on the right side of this, cause really whats happening is we are rotating by theta and we've gone all the way through 2pi and now come out to the same angle if that makes sense

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and the problem gives you some range of values for theta

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0 < theta < 2 so you know you are rotating counter clockwise (positive radians direction) with every multiplication

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so you have something like 5theta = theta + 2pi
or 5theta = theta + 4pi
etc

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but if theta < 2 you can't get all the way up to 4pi so basically the only option is
$5\theta = \theta + 2\pi$

wraith daggerBOT
sharp lotus
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and thats easy to solve for theta

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so basically z is some complex number where the angle is in first quadrant

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when we are multiplying it by itself, we basically are adding some counterclockwise rotation of theta and also styretching (see every z^2 etc is growing in length until z^5 will be in the exact same direction as z but twice as long)

#

yeah so if 0 < theta < 2
then 0 < 5theta < 10

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4pi = ~12 something so, this angle cannot possibly have made 2 full turns (4pi) is what i was trying to say

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theta < 2 is given in the problem statement

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so the only equation that would be valid would be 5theta = theta + 2pi

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and that just gives us theta = pi/4 which checks out (i drew it with pi/4 in mind also, that's just at 45 degrees between the axes)

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anyway long story short, this problem shows why this re^itheta form is useful and interesting with complex numbers, because when you are multiplying two numbers together you can directly see oh i just multiply their magnitudes together, add up their angles and thats the result of the multiplication, which you cannot see in the a+ bi form directly

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but geometrically this is what multiplying two complex numbers is: a dilation/stretch + a rotation

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oh im dumb lol

sharp lotus
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4theta = 2pi, theta = pi/2 lol

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i dunno why i was drawing pi/4 but was doing rotations of pi/2

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but er yeah z is actually along y axis and then yeah its angle is pi/2 and each rotation is pi/2, oops

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😅

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it isnt though!

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pi is 180 =\

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but degrees are kinda crappy

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worth getting used to radians

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after basic geometry everything is just radians and for good reason 😄

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its nice because for example:
if you have some angle theta around unit circle, then the arc length associated with that is the exact same measure

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arc length of pi/2 radian angle is also just pi/2 length etc.

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circle of radius 1, what the whole sin \ cos thing is based on

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cos being the values of x of points on the unit circle and sin being the values of y of the points

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for the unit circle yes

cedar kilnBOT
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scarlet prism
cedar kilnBOT
#

@scarlet prism Has your question been resolved?

scarlet prism
#

<@&286206848099549185>

cedar kilnBOT
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@scarlet prism Has your question been resolved?

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crimson sedge
cedar kilnBOT
crimson sedge
#

i dont really know what to do

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This is new to me

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<@&286206848099549185> I don't get it

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limber basin
cedar kilnBOT
limber basin
#

Why is pt s not x,-y but x,y?

cerulean sail
#

,rccw

wraith daggerBOT
limber basin
#

any clues 🥲

cerulean sail
limber basin
cerulean sail
#

Wellllll, for the purposes of what they're asking you, not really: you're starting at S, not P

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(if it was more general, then you could)

limber basin
#

So what would the other coords be 😭

limber basin
cerulean sail
limber basin
#

-x,-y

cerulean sail
limber basin
#

Okk thanks

#

.close

cedar kilnBOT
#
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long crow
cedar kilnBOT
#

@long crow Has your question been resolved?

long crow
#

can someone help guide me im not sure what to do exactly. I suspect i need to take the laplace transform of P(D) but im not sure where to start. if someone could give me the first few steps i think i may be good...

short blade
#

well they tell you how to do it

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use induction

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consider the case where P(D) is of 0th order and prove the equality is true
then assume the above is true for P(D) of nth order, and prove it is true for n+1th order

long crow
#

i forgot how to use induction

short blade
#

https://www.khanacademy.org/math/algebra-home/alg-series-and-induction/alg-induction/v/proof-by-induction
if you feel like watching a video about it this is a good one. otherwise you can wait and hopefully someone will explain induction

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long crow
#

Wait so for 0th order wouldnt it be equivalent to the laplace of y wrt s? Which eould just be equal to t? Is this related to the laplace transform of polynomials which is n factorial over s to the n plus. 1?

cedar kilnBOT
#

@long crow Has your question been resolved?

cedar kilnBOT
#

@long crow Has your question been resolved?

long crow
#

.close

cedar kilnBOT
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feral heart
cedar kilnBOT
crimson sedge
feral heart
#

ah~ so...

#

304?

crimson sedge
#

no

#

so first of all

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take the derivative of h(t) so you can get the vertical velocity

feral heart
#

oh

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so 0=-4.90^(2) + 3610+304.

crimson sedge
#

no

feral heart
#

or 0=-4.9t^(2) + 361t+304.

crimson sedge
#

still no

#

you haven't taken the derivative

feral heart
#

oh...I am really dumb give a sec to look everything over again

crimson sedge
#

,, \dv t\9[\Big]{-4.9t^2 + 361t +304} = {???}

wraith daggerBOT
feral heart
#

74.50 is my new time so do I plug that tim for t? is that what your saying?

crimson sedge
#

or no

feral heart
#

kinda

crimson sedge
#

so we know h(t)

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but we don't know v(t)

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v(t) = h'(t)

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so we take rhe derivative of h to get v(t)

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and then we find t from v(t) = 0 which is t_1 for example

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and then evaluate h(t_1)

feral heart
#

ok

crimson sedge
#

that's the entire question's steps

crimson sedge
# wraith dagger

so like, i guess i need to ask you again what do u think this is

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this is also a kinematic equation if you dont want derivatives

feral heart
#

witch kinematic equation? I know that better.

crimson sedge
#

aight

#

,, \6ht = h_0 + v_0t - \412gt^2

wraith daggerBOT
feral heart
#

I need to say this just be sure but what I am working on is Graphing Quadratics

crimson sedge
#

you dont need to graph anything

feral heart
#

yeah but this is a Graphing Quadratics thing that it falls under

crimson sedge
#

i mean the question seems purely algebraic. You can directly find the vertex of the quadratic without all the stuff we did but that doesn't seem really intuitive for me

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but you can graph h(t) in desmos and see where it peaks if you want that

feral heart
crimson sedge
wraith daggerBOT
crimson sedge
#

if you want like a direct plug and chug you can do this

feral heart
#

now this makes sense

#

h(t)=-4.9t^(2) + 361t+304

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=-361/2(4.9)=-36.83673469

#

lol 69

crimson sedge
feral heart
#

is that wrong?!?!?!?

crimson sedge
#

you missed a - there

feral heart
#

where?

crimson sedge
#

a = -4.9

feral heart
#

oh~

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=-361/2(-4.9)=36.83673469

crimson sedge
#

aight

feral heart
#

there we go that looks better

crimson sedge
#

evaluate h(36.837)

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and that's it

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nop

feral heart
#

ah!

crimson sedge
#

t = 36.837

feral heart
#

right I mean to write that lol 😅

#

-4.936.837^(2) + 36136.837+304= 6953.030119

crimson sedge
#

aight

#

lets verify

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,w maximise -4.9x^2 +361x + 304

feral heart
#

but Round answer to 2 decimal places it be 6953.03

crimson sedge
#

,w evaluate 681397/98

feral heart
#

oh I hate math~

#

lol 69

crimson sedge
#

ok so 6953

feral heart
#

I will put that in lol

crimson sedge
#

no

#

waiy

feral heart
#

get it~?

#

it was pun

#

lol

crimson sedge
#

yeah 6953.03 is correct

feral heart
#

yeah I got this

crimson sedge
#

now pray your school's obsession with significant figures and rounding doesnt bite you in the ass

#

try with the .03

feral heart
#

ok

#

IT ALL GOOD!!!!!!

crimson sedge
#

WOOOO

feral heart
#

Sorry for being so dumb! 😂

crimson sedge
#

nah its okay

feral heart
#

69 saves the day!

crimson sedge
#

btw you know the vertex of a quadratic so this was like a direct plug and chug but if you have some random function instead here and you need to minimise/maximise it you havr to use derivatives and whatnot

#

so you shuld learn that

crimson sedge
royal loom
feral heart
royal loom
#

Austin

feral heart
#

lol well, bye Austin and Qylo I will close now. Thank you for helping a dumb person like me! ❤️

royal loom
#

Glad I could help

feral heart
#

/close

royal loom
#

.end

feral heart
#

?close

royal loom
#

/end

feral heart
#

.close

cedar kilnBOT
#
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cedar kilnBOT
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lavish perch
#

Hi guys. Please can someone help me solve this?

late lotus
#

It’s basically sum of previous two terms + 5

#

I think you got that

#

Whats the problem

lavish perch
#

Okay thank you very much I was just making sure that I’m on the right track. Thank you kindly I’m extremely grateful for your help 🙏🏼🙏🏼🙏🏼🙏🏼🙏🏼

sharp lotus
lavish perch
#

It would be 59 🙏🏼

late lotus
#

The handwriting is beautiful

lavish perch
#

Then 28+34+5 will be 67

lavish perch
late lotus
#

It’s ok as long as the answer is correct

cedar kilnBOT
#

@lavish perch Has your question been resolved?

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timid tiger
#

can someone please tell me what i am supposed to do here I cant sit here and answer a million questions i have an exam in two days and i really need to move on from this practice exam question

cedar kilnBOT
#

Please don't occupy multiple help channels.

timid tiger
#

<@&286206848099549185>

covert talon
#

IDK

hot crag
#

!15m

cedar kilnBOT
#

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

hot crag
#

please don't ping us that early

sharp lotus
#

it would also help if you posted the whole question 😐

#

all you've posted is some premise without a question

timid tiger
#

oh mb

short blade
#

what are r1 and r2

cedar kilnBOT
#

@timid tiger Has your question been resolved?

timid tiger
#

this is the question <@&286206848099549185>

desert musk
short blade
#

there is an equation that relates a dot product to the angle between the vectors

#

do you know what that is?

timid tiger
#

ok yes i did this but there is always a piece missing

#

for example if i use the cos one

#

its root 2= [v][u]costheta

#

if i use the sin one its

#

root6=[v][u]sintheta

short blade
#

right

desert musk
#

Divide both

short blade
#

divide the two equations

#

root 6/root 2 = tan(theta)

timid tiger
#

ohhhhhh

#

so theta=arctan root6/root2?

short blade
#

yes

timid tiger
#

omg ty

#

nice

#

that makes sense

desert musk
short blade
#

missed that, but yes there is a negative sign on the root2

timid tiger
#

ok wait wym there is a negative on the root 2

#

oh

#

i see now nvm

#

ty

cedar kilnBOT
#
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still fable
#

Hey

cedar kilnBOT
still fable
#

How I can solve this

still fable
cedar kilnBOT
#

@still fable Has your question been resolved?

still fable
#

<@&286206848099549185>

covert talon
still fable
#

Integral

covert talon
#

not clear. the number and X

still fable
#

What you mean

#

Sry, I don’t speak English

#

I hope you can help me find the integral

covert talon
still fable
#

I mean this option was given to us by the teacher, I don't know how to proceed. I wanted to decompose the denominator, but I can't do it

still fable
#

Yep

covert talon
still fable
#

She gave us number 4. A = 4 and B = 6. I hope I got to that right

still fable
covert talon
#

anyone made it.

still fable
#

I did the first and second task

#

but I can't do the third and fourth

#

Ohh

#

<@&286206848099549185>

cedar kilnBOT
#

@still fable Has your question been resolved?

still fable
#

<@&286206848099549185>

cedar kilnBOT
#

@still fable Has your question been resolved?

cedar kilnBOT
#

@still fable Has your question been resolved?

cedar kilnBOT
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rugged kestrel
cedar kilnBOT
rugged kestrel
#

I was able to show and conclude all that, I was just wondering, if I have T(x)=Ax, can I write
T^-1 as T^-1(x)= A^-1 x ?

#

it might be a rlly basic question, im j making sure

cedar kilnBOT
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dim terrace
#

How do you do normal distribution on your fx-991ex calculator for this question:

cedar kilnBOT
#

@dim terrace Has your question been resolved?

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#

@dim terrace Has your question been resolved?

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royal loom
#

you're not nawal..

solid juniper
royal loom
crimson sedge
#

do you know $\ds y = y_0 + v_{0y}t -\412gt^2$

wraith daggerBOT
pearl palm
#

damn physics

crimson sedge
#

its a kinematic equation yes

pearl palm
#

only chapter of physics i like is optics

#

and electricity

crimson sedge
#

so basically, you want to find when the ball hits again

#

meaning when y = 0

#

(vertical height is 0 metres)

#

so your problem is $\ds y_0 + v_{0y}t -\412gt^2 = 0$

wraith daggerBOT
crimson sedge
#

set the origin to be 0 and y_0 disappears

#

you want to find the time now

#

initial height

#

you can define it however you want, y_0 = 0 is fine here

#

yes

#

v_0y is the initial speed in the vertical direction specifically

#

since velocity is a vector

#

you flipped them here

#

yeah

#

also

#

it's not -9.8

#

the - next to the 1/2 already implicitly deals with the direction of gravity

#

,w 27sin(60 degrees)t -1/2(9.8)t^2 = 0

crimson sedge
#

u messed up

cedar kilnBOT
#
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thin compass
#

how to do this im losing my mind

cedar kilnBOT
#

@thin compass Has your question been resolved?

thin compass
#

<@&286206848099549185>

dapper raven
#

Is T just defined as the transpose or the matrix to the power of T?

dapper raven
#

the nullspace of transpose is just a single matrix

#

and i think you can just use the standard basis for the range right?

#

because transpose reaches everything in M

thin compass
#

then what about these

#

b23

dapper raven
#

the nullspace is all vectors x1 x2 x3 where all those entries are equal to 0

#

x1 + 2x2 = 0

#

and x2 +x3 = 0

#

and -x1 + 2x3 = 0

#

any vector in R3 satisfying those equations is in the nullspace

#

and then using those equations you can find a proportion of the entries

#

and then define a basis for them using independent entries

thin compass
#

this is so far what i did

#

im stuck

dapper raven
#

you now have 4 equations to solve

#

and solving those will give you the proportions for x1, x2, and x3

#

which in that proportion

#

for example, not the answer, but it would be something like any multiple of (2,3,7)

#

which in this case immediately gives a basis

#

but in your case it might not

#

and you have to decide on a basis

#

for example you could have

#

that in order for the image of the vector to be the zero vector there is a relation between x1 and x2 which might be 2:1 so one of the basis vectors is (2,1,0) and then the other one is just (0,0,1) to complete the basis

#

in your case there is a single basis vector spanning the entire nullspace

#

i hope that helps

thin compass
#

uh

#

i dont understand the null part

dapper raven
#

ok so your image of the map

#

is a matrix

#

with the four entries

#

and in order to get the 0 matrix

#

all entries need to be 0

#

and when the output is the 0 matrix the input is the nullspace

#

aka kernel

#

of a map

#

that make sense?

thin compass
#

yes

dapper raven
#

right so you know that the output matrix has to equal 0 in all entries

#

meaning

#

$x_1 + 2 x_2 = 0$ and $-x_1 + 2 x_3 = 0$ and $x_2 + x_3 = 0$ and $x_1 + 2 x_2 = 0$ again

wraith daggerBOT
#

Katharine

dapper raven
#

still good?

thin compass
#

ye

dapper raven
#

ok so in order for the vector $(x_1, x_2, x_3)$ to be in the nullspace of $L$ the entries: $x_1$, $x_2$, and $x_3$ have to fulfil those equations

wraith daggerBOT
#

Katharine

thin compass
#

ye

dapper raven
#

which means for example

#

lets take the first equation

#

$x_1 = -2 x_2$

wraith daggerBOT
#

Katharine

dapper raven
#

so the vector has to at least be

#

$(-2 x_2, x_2, x_3)$

wraith daggerBOT
#

Katharine

dapper raven
#

that make sense?

thin compass
#

ye

dapper raven
#

next equation

#

$x_1 = 2 x_3$

wraith daggerBOT
#

Katharine

dapper raven
#

meaning the vector is of the form

thin compass
#

ah ok

dapper raven
#

$(-2 x_2, x_2, - x_2)$

wraith daggerBOT
#

Katharine

dapper raven
#

and in the answers they chose x_2 to be -1

#

but you can choose it to be anything

thin compass
#

ah okok

#

so there does not need to be a fixed answer for null

dapper raven
#

what do you mean?

thin compass
#

like this part can have different answers

dapper raven
#

this is because you are asked to give a basis

#

and a basis multiplied by 2 is also a basis

#

or -1

#

or 7985034752098347509283475

#

although the last one might be completely infuriating to work with

thin compass
#

okok

dapper raven
#

as long as your answer is

thin compass
#

wait quick recap of how i do these type of questions

dapper raven
#

$\lambda \begin{pmatrix} 2 \ -1 \ 1 \end{pmatrix}$

wraith daggerBOT
#

Katharine

dapper raven
#

if your answer can be written as this

#

then you have given the correct basis vector

#

a correct basis vector

#

and the correct basis

thin compass
#

okk

dapper raven
#

what you want to do for these type of questions

#

is figure out what the nullspace is

#

in terms of relations between entries of vectors

#

or maybe it is clear that only a single matrix can give you the 0 matrix

#

like in the first question

#

try to find the nullspace

thin compass
#

what about the range

dapper raven
#

and after you understand what it is

#

similar idea

#

try to find it and understand it

#

and when you understand it you can try to find a basis for it

thin compass
#

ok

dapper raven
#

what you did in b23 was not bad

thin compass
#

how would u do it

dapper raven
#

for the nullspace i would do it like i explained

#

for the range i would basically try to do what you did

dapper raven
#

and look for linear dependency

#

i don't know if you saw it but you can represent 1 of the 3 found matrices as a linear combination of the other 2

#

which is why the basis of the range has 2 matrices

#

instead of three or more

#

because you get three out

#

and 1 is linearly dependent on the other 2

thin compass
#

ahh i see ok

#

ty

cedar kilnBOT
#

@thin compass Has your question been resolved?

cedar kilnBOT
#
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eager wraith
#

how would we factor 10w^2 - 31w + 15

cedar kilnBOT
eager wraith
#

<@&286206848099549185>

#

oh wait i forgot

#

it’s 15 mins

brittle terrace
#

do you know vietas formula

#

sum of roots = -b/a
product of roots = c/a

eager wraith
#

no but basically were taught to find it by finding the possible factors

#

i’ll send an image

#

but i don’t get

#

like i did all the factors

#

oh

#

wait

#

hold up

#

gimme a sec

#

ik what i did wrong i think

#

wait yea no i don’t get it

#

ok wait i gtg actually

cedar kilnBOT
#

@eager wraith Has your question been resolved?

eager wraith
#

no you educational brat

cedar kilnBOT
#
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upper abyss
#

You could reasonably add the 15 terms here

#

Oh wait, that says k = 5 on the bottom. That's weird, there's no k in there

#

Or maybe 3n + 26 is supposed to be a constant, and you're adding that constant to itself 15 times

cedar kilnBOT
#
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echo cedar
#

hello i need help with bernoulli equation

cedar kilnBOT
echo cedar
#

how do i solve for v2

#

<@&286206848099549185>

cedar kilnBOT
#

@echo cedar Has your question been resolved?

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sturdy ferry
#

Someone help

cedar kilnBOT
dawn umbra
#

Try this

sturdy ferry
#

Ok

dawn umbra
#

Try to bring rhs to LHS and try proving it to be 0

sturdy ferry
#

Uh

raven shard
#

ur generally not allowed to do that

dawn umbra
#

Oh.

sturdy ferry
#

My teacher always showed us to make one side equal to the other

raven shard
#

for these kinds of proof problems ur supposed to only manipulate one side

sturdy ferry
#

Yeah

#

Word

#

So what do I do

dawn umbra
#

Ok then

#

Let's see

sturdy ferry
#

I’m lost

dawn umbra
#

Cot²x is?

sturdy ferry
#

Cos squared over sin squared

dawn umbra
#

Cos²x/sin²x right?

raven shard
dawn umbra
#

Yes

#

Try

raven shard
#

after that u can prob do it on ur own

#

in general, when working with tan/cot/sec/csc, it is a good idea to convert into sine and cosine

sturdy ferry
dawn umbra
#

Now take cos²x common on the numerator

sturdy ferry
#

And like check my work

#

Ok I’m stuck

dawn umbra
#

What do you get?

sturdy ferry
#

This

#

Should I get common denominators

dawn umbra
#

Take cos²x common

#

Yes

sturdy ferry
#

Ok

#

Like this?

dawn umbra
#

What do you get

#

That's not what I mean by taking cos²x common

sturdy ferry
#

How is that common

#

Bro who is this

dawn umbra
#

Say (a³/c)+(a²/d)

sturdy ferry
#

Excuse me you’re trespassing into this channel

#

It’s OCCUPIED

modern gull
#

ahh i just joined i didnt know

sturdy ferry
#

Nah I’m kidding

modern gull
#

im very sorry. my apologies

sturdy ferry
#

Apology accepted

#

Don’t let it happen again

#

Anyways Vincent

dawn umbra
sturdy ferry
#

Ah

dawn umbra
#

What do you call it in your country?

sturdy ferry
#

I’m gonna be honest I got no clue what you’re saying

#

I’m from America

dawn umbra
#

💀👍

#

But.

#

Did you understand what I meant by taking common

sturdy ferry
#

Nope

#

You give me college professor vibes

dawn umbra
#

What I mean to say is that a/b+a/c is the same as a(1/b+1/c)

#

Perhaps paper might help?

sturdy ferry
#

Nah bro imma chat gpt this John

#

Oh yeah

#

I get what you’re saying

dawn umbra
#

Yes

#

Now that we're clear, let's proceed

#

You have (cos²x/sin²x)-cos²x

#

You can have cos²x common

sturdy ferry
#

Uh my mom is calling me

#

Thanks for helping me have a great night

dawn umbra
cedar kilnBOT
#

@sturdy ferry Has your question been resolved?

#
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lean oar
#

need help solving this

cedar kilnBOT
lean oar
#

Formulas

cedar kilnBOT
#

@lean oar Has your question been resolved?

cedar kilnBOT
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lethal burrow
cedar kilnBOT
lethal burrow
#

Idk how to find the explicit form.
The implicit form is : (5y²+4)½/5 = x²/2 + C
from 2- a)

#

<@&286206848099549185>

tawny grove
#

hi

#

can you translate the problem?

lethal burrow
#

i just explained it ...

tawny grove
#

the problem looks like calculus with derivatives

#

do you mean implicit differentiation? or...

#

I'm not sure what' you're asking about

dawn umbra
#

They mean to find y I guess

#

That's explicit form

lethal burrow
lethal burrow
tawny grove
#

oh so nothing to do with the calculus?

lethal burrow
#

did u do the differential equation ?

tawny grove
#

what do you mean did I do the differential equaiton?

dawn umbra
#

Which question from the page, I don't seem to find it

lethal burrow
#

I already find the implicit form.

#

But i got stuck to find the explicit form.

dawn umbra
#

That all is left is to simplify

lethal burrow
#

Imma send a photo of what i did

dawn umbra
#

Yes please

lethal burrow
#

.rotate

#

how to rotate ?

#

,rotate

wraith daggerBOT
lethal burrow
#

@dawn umbra

#

i got stuck after this

dawn umbra
#

Lord.

#

Yeah

#

Just take the square root yeah?

lethal burrow
#

u see well right ? I see well from my computer.

lethal burrow
#

it said like this and i dont understand how

dawn umbra
#

This is the answer given by the computer?

lethal burrow
lethal burrow
#

it is the one where it writes « solutiion explicite » in 2- a)

dawn umbra
#

What's wrong with that exactly?

lethal burrow
#

idk where it comes the /20

dawn umbra
#

You got the same implicit answer, I assume?

lethal burrow
dawn umbra
#

Ok, let me try

lethal burrow
#

k

dawn umbra
#

It's just algebraic manipulation

lethal burrow
dawn umbra
#

It's not a big deal bro

#

C is an arbitrary constant

lethal burrow
#

yes ?

#

is my calculs are good ?

#

until the y² ?

dawn umbra
#

Yeah

#

Explicit answers do not mean much

#

Because we end up finding c afterall

lethal burrow
#

yea

dawn umbra
#

When you put for (x,y)

lethal burrow
#

well i will try to find the answer

#

.close

cedar kilnBOT
#
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cedar kilnBOT
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crimson sedge
cedar kilnBOT
crimson sedge
#

can someone explain what the circled step is

#

I dont get it

short blade
#

they just joined the cos(x) terms and the sin(x) terms

crimson sedge
#

oh yess i can see that now

#

what ab the right side though?

#

oh

#

is it because we are given a value with the cos on the orignal equation? but there is nothing mentioned for sin so its just zero for sin?

short blade
#

yes

crimson sedge
#

oh bet you are a life saver like fr

#

thxs so much

#

.close

cedar kilnBOT
#
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hexed vortex
#

i’m not sure if i’m solving for y correctly

undone epoch
#

This is the same for solving e^-x

hexed vortex
#

are you saying e^-y is the same thing as solve for that, if so I know that i’m just not sure if i’m solving it right

#

the steps i’m not to sure about

undone epoch
#

You’ll get -e^(-y) +c

cedar kilnBOT
#

@hexed vortex Has your question been resolved?

cedar kilnBOT
#
Channel closed

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#
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prime island
#

how do you even begin to solve this?

cedar kilnBOT
coral jewel
#

divide both the numerator and denominator by x

#

watch out, as x approaches -inf, |x| = -x

prime island
#

why divide by x?

coral jewel
#

thats the standard way to do rational limit

prime island
#

oh okay

#

is this right?

coral jewel
#

divide in the sqrt as wel

prime island
#

like this?

coral jewel
#

no

#

$x=\sqrt{x^2}$

wraith daggerBOT
#

Fungus 34A05

prime island
#

ohh i thought i couldnt just take it out if its being subtracted from

prime island
solid juniper
#

another way to look at it is $\sqrt{x^2-2} = \sqrt{x^2(1-2/x^2)} = \sqrt{x^2}\sqrt{1-2/x^2}= -x\sqrt{1-2/x^2}$

#

err

wraith daggerBOT
#

slayla

prime island
#

is this right?

solid juniper
prime island
#

i guess i get rid of the dividing x on the top and remove the 1?

#

like this?

agile bramble
#

Thats correct

prime island
#

what should I do after this point?

agile bramble
#

But x goes to negative infinity right

prime island
#

yeaah

agile bramble
#

since x < 0, square root of x^2 is -x

prime island
#

riight i see

agile bramble
#

So

#

Holon imma just show you

#

Lemme write

#

Here @prime island

#

At this point you can substitute the x

#

c/infinity is 0, where c is a constant

prime island
#

did we put in the square root of x^2 because there's a square rooted x in this problem?

agile bramble
#

yeah, there’s a square root of x^2

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so since thats the highest power

#

we used square root of x^2

#

To make the other numbers be in the form of 1/x

agile bramble
prime island
#

ooooooooohhhhh

#

i see

#

and then it becomes -2 + 1 / -1

agile bramble
#

Mhm

prime island
#

wait so

#

if you divide the root x^2-2

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by root of x^2

#

you can put them all under the same root?

agile bramble
#

yep

prime island
#

ooooh ok

valid night
#

Learn the radial rules

agile bramble
#

square root of 7 x square root of 4 is square root of 28

#

You can multiply them if they’re under a root

prime island
#

Ive got it thank you for teaching me!!

#

.close

cedar kilnBOT
#
Channel closed

Closed by @prime island

Use .reopen if this was a mistake.

cedar kilnBOT
#
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tough karma
cedar kilnBOT
tough karma
#

im not understanding why the lower limit of dy is x^2 and upper limit is 2x

#

and not vice versa

#

when doing dy, we are taking small increments in the y axis and seeing how x changes with y right??

short blade
#

the bounds of integration tell you what area you want to integrate over

#

note that we want the area between y = 2x and y = x^2

#

if you plot this out on the xy plane, you whould get something resembling this

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where the blue line is y=2x, and the red is y=x^2

#

now you always implicitly assume x is moving right and y moves upwards

tough karma
#

yes

short blade
#

so the area can be described by

#

0 <= x <= 2

#

and

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x^2 <= y <= 2x

tough karma
#

ahh i get it

#

i was making a mistake

#

tysm

#

.close

cedar kilnBOT
#
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cedar kilnBOT
#
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marsh rain
#

Hi I was wonderinghow to do part c and if i did a and b correctly

cedar kilnBOT
#

@marsh rain Has your question been resolved?

cedar kilnBOT
#

@marsh rain Has your question been resolved?

cedar kilnBOT
#

@marsh rain Has your question been resolved?

cedar kilnBOT
#

@marsh rain Has your question been resolved?

cedar kilnBOT
#

@marsh rain Has your question been resolved?

cedar kilnBOT
#

@marsh rain Has your question been resolved?

gentle pecan
#

Hey @marsh rain I was playing around with this on stream today. I think I can help with (a) and (b) but was unsure what (c) was asking tbh

wraith daggerBOT
gentle pecan
#

So I feel confident based on your work that you understand part (a). For part (b) what did you end up getting?

#

Also there is likely an error in part (c), the third term is missing a $\sin$

wraith daggerBOT
marsh rain
marsh rain
marsh rain
rose cliff
#

How would you do Part c

marsh rain
gentle pecan
#

Yeah I wasnt sure what was going on in part (c) but my chat definitely thought there was a potential error

gentle pecan
#

Im sure the cosines I got simplify somehow, I was just too lazy to do it 😅

marsh rain
#

<@&286206848099549185>

thorny turtle
cedar kilnBOT
#

@marsh rain Has your question been resolved?

peak bone
#

For part c

marsh rain
zenith folio
#

please help

#

<@&286206848099549185>

worldly chasm
cedar kilnBOT
sacred trellis
#

B is a matrix of order (3*2), where aij= 3i-2j
1<=i<=3
1<=j<=2
Express B in matrix form

#

!occupied

cedar kilnBOT
#

Someone else is already using this help channel. If you need help with a question, please open your own help channel/thread (see #❓how-to-get-help for instructions).

crimson sedge
#

@marsh rain

#

you got the answer?

marsh rain
#

Nope but I might just close it atp

crimson sedge
#

hmm

#

i might be able to help

#

i saw how you proceeded it

#

its actually right

#

like i have a more of a solution mindset

#

and 3rd expression also rings a bell

#

but i wanna know do you have the answer

#

like the expression?

#

the thing is if you have to do the cube root of 1 its possible

#

or if you have to do 4th root of 1 its possible

#

but its too vague

#

but worry not i have solution for that as well

#

its basically asking about the roots of 1

marsh rain
crimson sedge
#

ok no problem

#

i can totally help with this

#

im sure

#

so i think you shouldnt keep this channel held up anymore

marsh rain
crimson sedge
#

coz its been open for quite some time

crimson sedge
marsh rain
crimson sedge
#

coz i can get whether you can understand it properly or not

crimson sedge
#

and open it later or

#

dm me

#

i can help

#

take your time no rush

#

im just giving you options dont think of me as a creep pls

#

lol

marsh rain
#

Okayy tysm is it okay if I get back to u tomorrow

crimson sedge
#

ok no problem

marsh rain
#

Thanks!

#

.close

crimson sedge
#

yeah thanks

cedar kilnBOT
#
Channel closed

Closed by @marsh rain

Use .reopen if this was a mistake.

warm jackal
#

Help.. How did they get (x-3) (x-2) 🥲

#

Please teach me how to factor huhuhu

dense tree
#

What I have done in the above steps is, first I've broken down -5x into two terms in such a way, that if I multiply the two split terms I will get the same product as if I multiplied the square and constant.
I.e. (-2x)(-3x) = 6x²
And (x²)
(6) = 6x²

#

Then, I've taken common terms between the first two and last two terms.
And the last step is taking common the terms again

crimson sedge
#

or is ur doubt solved?

#

@warm jackal do u need help?

warm jackal
#

No need, thank youu!

mortal forum
#

!done

cedar kilnBOT
#

If you are done with this channel, please mark your problem as solved by typing .close

mortal forum
#

@warm jackal !done

worldly chasm
#

The channel is already closed

#

It was never opened for Hylexia

#

@mortal forum @orchid field

bleak flax
#

@rawra .close this channel

cerulean sail
jolly swan
#

.close

cedar kilnBOT
#
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chilly raft
#

How do you do differentials?

cedar kilnBOT
#

@chilly raft Has your question been resolved?

cedar kilnBOT
#

@chilly raft Has your question been resolved?

chilly raft
#

<@&286206848099549185>

chilly raft
#

<@&286206848099549185> sorry to be a bother but can I please get help I don't get any of it

cedar kilnBOT
#

@chilly raft Has your question been resolved?

cedar kilnBOT
#
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cedar kilnBOT
#
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tight thorn
#

Hello all

cedar kilnBOT
tight thorn
#

How to solve: cos(arcsin(sqrt(2)/3)

#

NO idea where to begin this one…

#

Please help. Struggling. -Joebeard

#

@idle tusk

#

Spoke to Moses. He said you might be able to help. Moses says: “Hello Arte”

#

🙂

wraith daggerBOT
#

sssssssssssvvvvvvvvvvccccccccccc

cedar kilnBOT
#

@tight thorn Has your question been resolved?