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1 messages · Page 238 of 1
wouldnt it all just cancel out
okay so i would express the angle in terms of x
which would mean
btw how do you use the text edit thing
so it makes it more obvious
,rotate
this is what i got
and then would I just take cos ine inverse of the entire thing?
I took the dot product and got 1 + 5x^4 . 2/(1 + 3x)^2
because it is 1 * 1 + the A2 and B2 multiplied by each other right
okay
thank you so much for your help
,rotate
have a good day
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I dont know where to start
@quiet scaffold Has your question been resolved?
<@&286206848099549185>
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If m<JGH =79, calculate m<JIH
how can I find the angle JIH without knowing any of the lines.
huh?
what is cyclic quadrilateral
ohh
I know what you mean
wait lemme try it
so if do 180-79= 101?
thats it??
damn, i was too worried
mind telling me the other method? I'd like to know it maybe I'll use it for other questions if needed
this is the first and only question like this in the self check so I kinda dont know
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Can anyone tell me if i applied the chain rule correctly?
The answer is correct but I want to know if what i did is "legal" in math
seems good
Seems fine to me
you just simplified the 1/2 earlier on nothing wrong with that
The part im most curious about is if Im allowed to times the 1/2 by (14x+4)
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number 6
i mean
#6
i thought it would be 1/5 because there's technically 10 socks but
idk
She could take 2 socks that come from different pairs
Think about what can happen after she picks the 1st sock
yeah you can do it in one step like that
if you treat it as taking one sock, then another
@chrome parcel Has your question been resolved?
so
what would it be
do i have to create a tree diagram?
the book says 1/9, but im not sure
why are you posting this here? during my question?
U dont need a tree diagram
Just think about what happens when you take 1 sock out of the drawer. There are going to be 9 left and only 1 sock that will the corresponding sock to the 1st one you took out
i think it's 1/90
but the book says 1/9
because
they need a matching pair, so after the second one, it's a 1/90
wait no
it's just 1/9
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does anyone know what my teacher meant by writing "know" bottom right corner?
does he probs mean that we should know(have it memorized) the rule?
im tryna figure out why he wrote that
most probably your teacher is telling you to remember the formula
the thing beside the "know" is like a mnemomic for the quotient rule
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hello i am a pupil at Second year average where can i get help for maths? for Engineering and calculation of √
huh
you can ask for help in these channels
or you can go to other channels for discussion
check #❓how-to-get-help
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Need help with 8.
what does it says in the first?
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@junior fable Has your question been resolved?
Bro idk whats happening and why stuff isnt sending
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Hi, I have a quick question about systems of homogenous linear differential equations
In my book it's stated that the set of homogenous solutions or the general solution, has to be linearly independent
but a few pages further, it's stated
that if the system of equations is linearly dependent in the first place, the solution will also be linearly dependent
does that mean that this linearly dependent set of solutions is a homogenous solution?
@deft vigil Has your question been resolved?
i see, thanks
@deft vigil Has your question been resolved?
no pretty sure for the homogeneous solution the system has to be independent, the whole thing with it being linear independent is so that you use this system to describe every actual homogenous solution of the equation, you can’t describe the entire set of solutions without the independence
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Hey I tried asking this earlier but no one helped
Would it be like 160?
hey so those two arcs are congruent
im confused alot
CA and BD
you don't know what the angle is, but give it a symbol, like alpha
(the answer is obvious but I'm trying to show a logic train)
So lets say <AOC = <BOD = alpha
160 ? still?
O, m∠AB = 20 degrees.
angle CDO is A
Pasting in the calculator doesn't work well on discord
And it doesn't help that I don't understand it
So it 160?
Damn
It's like 180 lmao
aren't they just asking for mCD?
the measure of arc CD
are you just guessing?
No
think about the problem
Unsure
Yes
I don't know what mcd is
im so confused
IT may be 180
160
64
I don't know
So it's just the same as mab?
So it's still 20
Thats dumb
When will I use this info in the real world 
So mCD is 20
atleast
?
I still dont understand how we got 20
hopefully you can use problem solving skills and logical thinking on the daily
"CPCTC" <--> "Congruent Parts of Congruent Triangles are Congruent"
oh shit, that's my car registration envelope
eh, I'll pay online
I know now why you try 😎
I will use this knowledge when I build the teleporter in the future thank you
blech, nvrmnd
lol
Thank you guys for helping me get thru the final exam
Ive passed geometry without knowing how the whole year
wat >:(
just joking
this better not be from your final exam
I learned alot from you guys
lol ok
khan academy
I couldnt pass their stuff
They didnt help me learn

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i’m struggling with matricies
a lot
anyways i wrote this down and i wonder if im doing this right and what would be the next step
,rotate
and don't change into decimals
And then try to make 2nd digit of r3 zero
how did u think of that
6 , 2 , 8
2 times 3 is 6
2 times 4 is 8
Don't need to make it into 1 , just start
okay let me try this
usually the first step is to make it a leasing one
leading
it’s more different in this case?
Hmm?
U make it 1 cuz its easier because 1 times anything is anything
U already have 2 which is multiple of 6 and 8
Yeah
what would u do next
make 6 zero
by how
2times 3 :6 so 6+-6
Yes
and this for the bottom?
Why do u want to make it into a 1
to make it to row echolon form
u just want to find the answer , no?
also theres no way u get -180
i would make this into 0 now , but gotta think how to do that
no then the 0 will cahnge
make the -4 into 1 first then it would be easier
by dividing with -4
btw u can turn that 2 in first row into 1 if u want cuz we are getting fractions sadly
hoped we wouldnt get any fractions
yeah i just checked the awnser and its fractions
okays let’s turn the top then
got this
that doesnt work tho
JustToPro
that also works tho
yeah thats easy when r2 is 1
yeah its good
how is that 0?
why is r2 2 times 0
that 0 is 1 ( ithink u made a mistake)
also yeah thats ur answer , change into x y and z
which 1?
like any
but at the bottom
a variable is 11/28
i feel that would be one of the awnsers as well
can u send ur answer
again
ill check why u are not getting -14/3 and are getting 11/28
-7 - (-4) = -7 + 4 = -3 and not -28
-1/4 * -10 = 10/4 = 2.25
forgot to apply the row operation on the rest of the terms , only conveted the -3 into 0
@unborn venture ur mistakes ^^
correct then and check if u get correct answer
otherwise send ur working agian and ill chekc again
how to solve this ques? i have gone crazy doin this
srry forgot about u D:
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oh
it’s okay 💀💀
u sure this the correct answer?
ill check ur work again
found ur mistake !!
and then ur last term is
0 0 3/4 | -14/4
and then multiply it with 4/3
0 0 1 | -14/3
z = -14/3 and that matches with what im getting now
@unborn venture i did it , yay
we did it 👍
what are u confused about? ill help explain
,rccw
yes
0 (from r3) + 3(0)(from r2) = 0
-3(from r3) + 3(1) (from r2) = -3 + 3 = 0
-3 (from r3) +3(5/4)(from r2) = -3 + 15/4 = (-12+15)/4 = 3/4
-11(from r3) + 3(10/4)(from r2) = -11 + 30/4 = (-44+30)/4 = -14/4
4.5 is wrong , how did u get that
ig im smarter :p
u are 💀😭
i did it just didn’t show
u said u were getting 4.5 . 0.75 is equal to 3/4
yes
yeah
okay got it finally
tysm
would it have been the same awnser if i started by making the first a leading 1
yeah
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Can someone help me with question 4? I was thinking of doing it like what I have written so far for question 4 but it’s not right I think
How did you ... reduce this fraction?
Am I seeing an assumption that the second and third coefficients form a geometric sequence ... but it should be the second and fourth?
$$\dfrac{T_3}{T_1}=\dfrac{T_6}{T_3}$$
I'm nervous about an off-by-one error (OBOE) here.
jolimath
thanks i got it now
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!status
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
@fossil ledge Has your question been resolved?
@fossil ledge Has your question been resolved?
Yes
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If you can, then please 😁
so what im seeing that this is a modulus / abs value inequality yes?
I'll just give you a clue and you can figure out the rest. So usually if both sides had modulus, i'd square them
So take a square on both sides and solve them
yeah
can I try solving it and show it you
be careful of introducing extraneous solutions
Ohhh yeah right.
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I think I'm being stupid here
hold on lemme see
mmm looks correct yeah
lemme check if there';s anything we might've missed.
m
should be correect
👍
you can put in numbers below or above 0 to test.
ok
I have done inequalities question but I never did one where there is a modulus on both sides
you can do that, yes, but I think the question didnt want him to draw using graph
Haven't used graphs, do you have any example like this question
otherwsie u have 4 cases
do u know how to draw absoulte value graph
algebraically is a lot more tedious
,rotate
WAIT
isnt ur question this
why did u right 2x-5 on RHS
Do we change the position?
huh, my answer was -3/7 < x < 7/3
Can you please show the steps
i got x<-3/7 and x>7/3
is the original problem, right?
yeah thats it
Yes this is the original problem
so what is the answer 💀
x<-3/7 and x>7/3
do u wnat how i would do it or like full algebraically?
this is the first time of me trying to do this double modulus question, so whichever method is more convinient
This is how I do the questions btw
Thanks please show it
yay im corerect
misha
then analyze the inequality again and test intervals
see how long that is
wow, thanks @neat fable @mortal thicket @main frost
Ok thanks
are your signs reversed
i copied that fromt he toher guy
,w |2x + 5| > |2 - 5x|
…
how,,
ok this is confusing me 💀
the correct answer is -3/7 < x < 7/3
atp just split it into cases
yeah 😅
still correct in the end
Yep
You are putting >=, its only >
these can be a little confusing but since you have a simple line in absolute values
yeah if its > then just (0, inf)
its best to draw it
since its an easy line to draw ofc
and then see from the graph
which app is this btw?
oh, it's the classic photomath 😄
there it goes into cases and calculates from there
but to not do so much work just draw it
here you're squaring both sides but you cant do that if both of them arent positive
so you're missing cases
are you saying both wolfram alpha and photomath are incorrect, and the problem should be interpreted differently
<@&286206848099549185> can someone please check our solutions
i myself am getting confused now
well I put it in photomath and it gives me 0 to infinity
because you changed the sign
what sign
inequality
the >= ?
yes
This is what I'm getting on photomath
you put the wrong inequality, again
|2x + 5| > |2 - 5x|
I put >
WHAT ARE YALL DOING 💀
what's wrong?!
IDK I have my mids in 2 days 😭
yeah that's exactly what I wrote there
no that’s NOT what you wrote there
oh 2 - 5x lemme see
stop making remixes of the original question
my bad I mixed up the terms
well then of course I assume your solution is correct.
great so we concur
I do apologise
no problem
🙂
Yep @neat fable is correct
Here's your crown 👑 🛐
Yes I did
Thanks a lot
This is a confirmed question from the upcoming exam, I have now secured 10 marks
hehe
PLOT TWIST OF THE CENTURY, and my bad, i think i didn t change sign for the inequlaity
Made a lil error
oh no we are all getting banned from here
Nah, I understood the thing, there will of course be more questions. The teacher just told us that this question is confirmed and there will be more questions adding up to 10
uh ok
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hey there, I am minimizing the regularized least squares $f(x)=\frac{1}{2}\norm{Ax-b}{L^2(\Omega)}^2+\frac{\alpha}{2}\norm{x}{L^2(\Omega)}^2$. That I did just fine by doing basic steps (see the attached photo). Where I used the classic result from matrix calculus $\frac{\partial x^TBx}{\partial x}=2Bx$, where $B$ is a symmetric matrix, solving for $\hat{x}=(A^TA+\alpha I)^{-1}A^Tb$.
What I am struggling with is how would I go about solving the same problem is the regularized term is in the $H^1$-norm so $f(x)=\frac{1}{2}\norm{Ax-b}{2}^{2}+\frac{ \alpha}{2}\norm{\nabla x}^2{H^1(\Omega)}$ (last picture) I tried to to the same calculations but my matrix differentiation needs a little bit of brushing, any resources maybe? thanks
nani?
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How to get to the correct answer nC4 times 2^4?
1^(n - 4) = 1 for all n
so you don't have to worry about that
you can just use the laws of exponents $(xy)^n = x^ny^n$
Sadie Carnot (η > 1)
Oh okay thanks but how did they cancel out the X to get to 2^4 because that’s the correct answer given
They didn't "cancel" it
We're looking for the coefficient of x^4
That means you need the number that's multiplied with x^4
Oh yeah right
Thank you
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Please can someone check my workings for this Greens function
I'm pretty sure my residues are correct
$\theta(t)$ is Heaviside function btw
Jacob
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<@&286206848099549185>
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im trying to find the solution by sketching the slope field here and connecting the points but instead of 1/x, my slope field actually resembles a plot of x^3 since I did not really know there would be an asymptote at x=0. Do I have to solve the equation before plotting the solution using a slope field?
@rotund cobalt Has your question been resolved?
<@&286206848099549185> bump
@rotund cobalt Has your question been resolved?
What does your course mean by a "phase diagram"? Usually (or at least in my experience) we only talk about phase diagrams for coupled systems of differential equations. It sounds like here they maybe just mean the slope field? But I want to check first before assuming it. @rotund cobalt
If we mean the slope field, you can look here: https://www.wolframalpha.com/input?i=x'%3Dx^2
And see the slope field if you scroll down a bit.
If you work from that slope field, then you can see x=0 is a critical point and is unstable because some curves (namely, those above x=0) leave the point (because they go to infinity).
When you see that x=0 is a critical point then you know your solutions cannot cross this line and therefore shouldn't look quite like x^3. In fact, I would say the solutions should look something like e^x because they go to infinity on the right, and converge to a finite value on the left, with no asymptote in-between (like you find with 1/x).
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yes its exactly this part that im struggling with. Why don't the solutions cross the critical point line?
also by phase diagram, it just means we draw a number line with all the critical point values and then classify each point as stable/unstable/semi-stable
tho that part i did get
i just had a q abt part b specifically
No solutions to a differential equation can ever cross each other. The proof is not easy but the intuition is basically that, if two solutions cross then they would have the same point and derivative and just become the same solution. Anyway, solutions can't cross.
And here, if x=0 is a solution (which, critical points are basically constant solutions), then nothing can cross it.
how do you know that critical points are constant solutions? you set the derivative to zero to find them but what makes them a solution?
nvm i think i get it
Because you set the derivative to zero , x= the critical value becomes a constant solution.
thx for the help.
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Im struggling in a kid math, if i click a button, i have 10% of getting an apple, so if i click the button 12 times, whats the % of me getting exactly 2 apples?
This can be solved with the binomial distribution, do you know the formula for this?
$P(X = k) = \binom{n}{k} p^k (1-p)^{n-k}$
joren
where
n = number of experiments
x = number of desired success
p = probability of getting success on a single experiment
q = 1 - p = probability of getting a failure in a single experiment
https://www.youtube.com/watch?v=rvg9oUHtX50
this video really helped me to understand it
Thank you so much
My pleasure!
Hi this maybe really dumb to ask but what if its 2 or more?
what do you mean?
Have you tried plugging in your values and cross referenced the result with the answer?
n is the number of experiments (button clicks): 12
x is the number of desired successes (getting exactly 2 apples): 2
p is the probability of success on a single experiment (getting an apple in one click): 0.1
q is the probability of failure on a single experiment: 1−p = 0.91−p = 0.9
you can adjust the values if your context changes, that would be no problem
$P(X = 2) = \binom{12}{2} (0.1)^2 (0.9)^{10}$
joren
You can add P(X=2) + P(X=3) ... P(X=12) But that would be dumb and too much work. Instead calculate probability of the .. co event.. anti event .. idk what to call it
But essentially, in this case it's probability of less than 2 so P(X=0) or P(X=1)
And add those together
I got the answer for the only previous question but is there way to calculate if the question ask for 2+
So what if the question say ask the possibility of P(X=1000) out of 2000 attemps
I think I explained this, but anyways
More than 1000
More than 1000 out of 2000 attemps? Damn that sounds like a lot of work
Thats why i cant just adding up
Well I don't know any shortcut for this, other than to use a tool to do it for you, like geogebra or python
I got to show my work tho i cant just write down the answer
Is your question really P(X>1000)?
Well dang
@fickle eagle Has your question been resolved?
@fickle eagle Has your question been resolved?
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Hi
Find the equivalent resistance of the following resistors in this circuit section.
How do i do this
find the ones already in series or parallel, then replace them with an equivalent resistor and repeat
I'm too lazy to be explaining rn, now gn (if wrong srry)
As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.
@rough matrix Has your question been resolved?
You would start by computing the equivalent resistance on the rightmost branch, with the 4 and 6, which are in series.
You would follow with the ones in parallel of 9 an 8.
The results of both (i'm gonna call a and b) will be in parallel, so you get the equivalent c.
c and the one of 3 ohms are in series, so you get the equivalent d.
And last, the 20 and d are in parallel, so you get the equivalent total
Also, since Taco has copied two values wrong, his solution is wrong
What is correct answer?
we're not supposed to give you the answer. We're supposed to help you get the answer yourself
do you know the equivalent resistance of two in series?
do you know the equivalent resistance of two in parallel?
My answer key says 4.6 is that right?
im not getting that
Can u tell me what u get
Did u get 3.8?
Or can we work through it together step by step cause im rlly confused
@desert juniper
@rough matrix Has your question been resolved?
<@&286206848099549185>
@rough matrix Has your question been resolved?
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I’m dealing with a compound interest question, I get an abnormally large number when I try to plug it in, so I can’t really seem to find out what i’m doing wrong.
@static dawn Has your question been resolved?
<@&286206848099549185>
@static dawn Has your question been resolved?
yes, sorry for late response
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should I study riemann steiltjes integral in depth before starting lebesegue theory or can i skip it
#real-complex-analysis is probably better to ask this in
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you can skip it
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how can i do this
multiply the numerator and denominator by s and you'll get a form like $\frac{1}{a^2+s^2}$
ℑμΤ𝛄𝛗θ
uhh
multiply the top and bottom by S
and you'
you'll get something like a constant on top and a quadratic in S on the bottom
which you can mess around with to get into a form like either formula I or formula K here
correction, it will specifically look like formula I
soo, i get $\left[ \frac{1}{100s + 20000 + s^2} \right]$
Melo
what i do then
can you factor the denominator
sorry, to clarify you might not necessarily be able to factor it, but can you get it into the form (s - a)^2 + b^2
perhaps by completing the square?
Melo
does it have to be a subtraction?
it doesn't have to
if it was subtrarction, that would look like formula K
but here you get something that looks like formula i
a would be -50, and b would be sqrt(17500)
this is almost in the correct form, except you have 1 / ((s+50)^2 + (sqrt(17500))^2)
and you want it to look like sqrt(17500) / ((s+50)^2 + (sqrt(17500))^2)
as per the formula from the table
then I take 50 as negative..
so if you multiply and divide by sqrt(17500) you can get something of the right fomr
i didn't know that I could change the sign
you're not changing the sign
the formula has their example looking like (s-a)^2
but here you have (s + 50)^2
comparing things in the formula, this means -a = 50 so a = -50
anyway you have it in the right form so you can identify what a and b are, plug them into the inverse laplace transform formula on the right, and then there's your answer
oh right, so i have $e^{-50t} \mathscr{L^{-1}} \frac{1}{s^2 + 17500}$
Melo
$e^{-50t}\cdot\frac{1}{\sqrt{17500}}sin(\sqrt{17500})$
Melo
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can someone explain me derivates in limits (the basic fundamentals and some ideas to calculate them)
@lean otter Has your question been resolved?
imagine this curve and suppose we have joined the two points A(x,f(x)) and B(x+h,f(x+h))
so what we do is we basically find the slope of this line AB and put the limit of h to tends towards zero
which means we find the slope as the point B comes really close to the point A but never coincides it
oh
we can make the point B come closer to A by reducing the distance between them to 0
which we do by putting the limit of h tends to 0
so lim of h tends to 0 of what i need to calculate to find the slop of the AB
yeah
oh
that is the derivative of this curve
what you are supposed to do is first find the slope of the line AB
i.e. f(x+h)-f(x)/h
and then put the limit of h tends to 0
I mean like you know Newton invented calculus to build his laws of motion and all
yes
To understand the motion of an object we need to find its accln and velocity right?
and all of those things is basically the rate of change of position
yes
that is where all of this generated
that is why we find the derivative of a function which literally means the rate of change of the function
oh so with this formula we can know the rate of the new pos?
its like imagine this curve to be the graph of position of an object vs time
then the rate of change of this curve gives us the velocity of the object
like in this case we find the derivative at A right so we can find the velocity at that instant
so the curve can give the rate of velocity?
similarly if we find the derivative at all the points we can graph the velocity vs time graph of the object
ye and make a statistic based on that
yeah the tangent of the curve is the graph of the velocity at the instant
tysm
you can see the light blue line is the tangent here
nvm
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Which expression can be represented as the square of the sum or the square of the difference?
!status
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
- I don't know where to begin.
do you understand what youre asked to do? if yes, explain it in your own words.
sec
no
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so I have 2sin^2(theta) + tan(theta) and I have to differentiate it wrt theta
I applied power rule and got 4sin(theta) + sec^2 theta. Isnt it correct?
Chain rule
Why tho
I watched online videos about this question and they said the same too, but I dont get the logic
as we're differentiating theta wrt theta, so why use chain rule?
Because when you use power rule, you end up differentiating with respect to sin x
Chain rule allows you to have anything as that base
isnt theta wrt theta same as x wrt x?
Yes but again using the power rule on sin^2(x) is with respect to sin(x)
like cant we consider
d(x)
Well yes but that’s why chain rule exists
Uh I dont understand...
I was taught we use chain rule when differentiating wrt something else...
CST (please ping when replying)
because We need to multiply by the derivative of the inner function
Yes!
Same thing with sin^2(x)
Except instead of 2x+1, it’s sin(x) in the inner function
isnt derivative of sin^2(x) wrt x = 2sin(x)?
OH WAIT
CST (please ping when replying)
Ye
ohh
fk
i was analysing my test lol, now its a -1 mark 🥹
if I didnt make that dumb mistake it wouldve been +4 instead
Anyways, thanks for the help!
btw
I have another question
integral(3sin(2x) dx) limits: 0 --> pie/2
we get (3/2) * integral(sin(2x) d2x)
equals -3cos(2x)/2
wait...
im so bad
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How would i do bii
BUM CHICKEN
HOW WOULD I KNOW ITS NEGATIVE
The cosine of an obtuse angle is negative
F
how do u know its an obtuse angle
Doesn’t the question tell u that
WAIT
is there any orher way to know
thats too hard to tmb
rmb
cuz i dont understand it
if the angle is more than 90 but less than 270 its cosine is negative
nice keyboard :D
thx :P
let me think
one minute
woah
my friend has the dream setup
well, f(3x) means that each input is tripled
how come it gets smaller?
so at one it's mapped for f(3)
Basically it’s going to horizontally dilate by a factor of 1/3
why
yeah
Every x coordinate will now be 1/3 the original
you only know f(-6)

