#help-39
1 messages · Page 231 of 1
sin first
you have it maximal at x=0
so you would want sin(b(x-c))=1
so b(0-c)=pi/2 would be one since a>0 for example
sin(x)=1 whenever x=pi/2+2kpi
so b(0-c)=pi/2+2kpi
you can just choose different k for different equations
right and what does k represent in this case sorry where im from its usually the vertical translation or "d"
but because im dealing with this theyve changed k to d for whatever reason
Right now my equation for a > 0 is 12sin(x+2pi/5)
but a > 0 would also work for 12sin(x-2pi/5) + d
you know what I mean? because the graph could move left or right and both equations should make sense in relation to the origin, I just don't know if theres some sort of rule I forgot
i calculated "b" to be 1/4 because from peak to peak is 4 units, and the forumla for period is 2pi/|4| -> 1/4 but im gonna double check that
yeah I noticed that aswell, now I'm getting 4?
I used a different approach
because 2pi is 360 degrees
so I did it in degrees then switched back to radians afterward
it truly just comes down to this
it doesnt
then what am I solving for in that case
becaseu I need to use the period to get my b term
im simply asking you what is 2/4
1/2
you have lost me there
im trying to use the formula given which was 2pi/|b|
we just did
yes
thats not the equation though actually
so is it sin(1/2)(x-c) now?
2pi/P=b where P is the period
...how
thats what was given
regardless, im still confused as to what value I include for my c term
so we have b=pi/2
yeah
sin(pi/2 [x-c]) is what were looking at
we know sin=1 at x=0 here
so using the above
-pi/2 * c=pi/2+2kpi
c=-2/pi (pi/2+2kpi)=-[1+4k]
this is for sin(b(x-c)), if youre using sin(b(x+c)) then it would be c=1+4k
@robust oar hai hru with work and all those stuffs its been a long time
@gleaming nebula Has your question been resolved?
why you would ping me here
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well it was random
remeber me?
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.ye
yeah that works, that is k=0
.close
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it does not say to shade anywhere
it does not say to shade anywhere
label the points
(r, theta)
you can write this better
😟
but why
it does not say to shade anywhere
r = 2 and r = 1 + 2cos
polar curves
just like how youd label a point on the graph of a function in cartesian coordinates (x, y) you label the intersection points as (r, theta)
it does not say to shade anywhere
are you trolling?
💀
no like
literally don’t shade anywhere
no shading
do you get this?
you already have the points
you know both r and theta
for both
or 5pi/3 but those would be our thetas
i’m not asking anything
i’m telling you what they want you to do
you’ve done all the work
you just don’t understand their instructions
no because you shaded it
still wrong
they want it like
(r, theta)
(2, pi/3)
(2, 5pi/3)
labeled with a dot or something at those points
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its the whole thing
well you keep the x
but yea
x is x u dont replace it with 1
i think
maybe im just confused
im used to point slope
well ur solving for b, no?
u can't have x and b bc they're both variables I think
lemme submit and see if this is the answer
yeahb
i think you need to evaluate the y value at x = 1 too to find the point where its tangent
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I converted to $-5x^4x^{1/2} + -2x^{-2}x^{1/2}$
use {}
$-5x^4x^{\frac12}+2x^{-2}x^{\frac12}$?
;(
yeah that
Hmm. Last term isn’t correct.
i think you also forgot to actually differentiate
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looking for some fourier series help, im just super unsure if my calculation is correct
@old flower Has your question been resolved?
@old flower Has your question been resolved?
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hello
i think i need some help on this qustion
im up until a point where i keep overthinking it and that ive done it wrong
so someone could really just go over it with me and ill go from there
if $P = (x,e^{-x^2})$ then what are the coordinats of $Q$?
flying_fly
opq would be isoceles right?
you didn't answer their question
Q=(2x,0)
Good.
So what is OQ? In addition, what is the height of the triangle? Finally, what is the area in terms of OQ and the height?
Then prove the max of the area is 1/sqrt(2e).
@sacred fern Has your question been resolved?
So OQ=2x
and the height =x^-x^2?
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.reopen
✅
.reopen
Rather, e^{-x^2}, but yes.
Ok
and then just differentiate right
Okay I think I understand now
I also have to set derivitives to zero right
@sacred fern Has your question been resolved?
@sacred fern Has your question been resolved?
@sacred fern Has your question been resolved?
@sacred fern Has your question been resolved?
yes
have you been stuck on that since 4 hours ago
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hi guys
are these that {x-L/2} is x-L/2 if x>=L/2 and 0 otherwise?
yup
this is the first time seeing them but this is how im looking at it:
if x>=L/2, then its just (x-L/2) which integrates to (x-L/2)^2 1/2 (x-L/2)^2
if x<L/2 then it is zero, which will integrate to a constant
this constant term from that will be contained in C1 when you look at the expression for the cases of more or less than L/2
if you have some boundary conditions anyway
how does integration p(x-L/2) get me p/2(x-L/2)^2?
<@&268886789983436800>
when i expand it out it does not integrate like that
sorry i wrote something wrong in there
(x-L/2) integrates to 1/2 (x-L/2)^2
you can check that with a very quick chain rule
theres chain rule for integration?!
ive only looked at the wiki for these for a minute or so
but theres nothing to expand in {x-L/2}
is this wrong?
i dont think you can split them like that
i would just look at it as if you were integrating (x+b)^n
which is simply 1/(n+1) (x+b)^(n+1)
and here n=1 for the first integral
P{x-L/2}=P(x-L/2) if x>=L/2
=0 if x<L/2
might be fine actually
though i dont see a big benefit here
so we want to check if int{x-L/2}={ int(x-L/2) }?
yeah i think we cant expand like that
1/2 {x-L/2}^2 +Q for the left
for the right
{1/2 x^2 -L/2 x} = 1/2 {x^2 - Lx} = 1/2{(x-L/2)^2 - L/2} + W
now the brackets say we have 1/2((x-L/2)^2-L/2)+W if (x-L/2)^2>=L/2 and i think that has changed our conditions unless i did something
so no good
np
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2c got me lost
already first 2 steps i got wrong
why are we binomial distributioning this thing
.close
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not sure how to start
PQ cross PR
ill try that now
$$
\vec{PQ} = \langle 2, 3, -4 \rangle
$$
$$
\vec{PR} = \langle 5, 4, -2 \rangle
$$
water beam
ok and i take the cross product of that $$
\vec{PQ} \times \vec{PR} = \langle 10, -16, -7 \rangle
$$
water beam
so i get this
what do i do then?
@wild fable what does the cross prod give you?
it says you need a unit vector, so
and the first component must be positive, just saying
like conceptually?
it gives me a vector orthogonal to PQ and PR
mmm okay
it is im just checking
now you make it a unit vector
note that you could also have taken PR cross PQ
that would have given the negative of this vector
you decide which of the two to choose using the condition
of positive first component
so using $\hat{v} = \frac{\vec{v}}{|\vec{v}|}$ i get $$
\hat{v} = \frac{1}{\sqrt{405}} \langle 10, -16, -7 \rangle$$
water beam
is that right?
the first component is positive but it doesnt match any of my answers Lol
wait 305?
i got 405
something wen wrong
If (10,-16,-7) are right, \sqrt{405} is too
im looking at options
oh wait
they simplified the sqrt
so its -7/9sqrt5
ok got it
.close
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oh my! thank you for your generous offer. how shall i redeem it?
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I was able to show that both sequences are monotone
But I'm stuck on how to show that the sequence xn is bounded
Increasing
Are you sure? Because i got that yn is decreasing
even if i'm wrong, since x1 <= y1, you'll get that y2 <= y1 so it's definitely not increasing
Ahh yes mb
xn is increasing and yn is decreasing so yn is bounded
And since xn <= yn it must be that xn is bounded
I'm dum ig
Anyways thank you
You don't know that xn <= yn, at least not yet
Oh wait
AG inequality
I got that xn <= yn and xn >=0, forall n
So yn >= 0 forall n
And i got yn <= y1, forall n
So you have bounds
@lime river Has your question been resolved?
Yup I got that too
Since xn <= yn we have
xn+1 = √xnyn > √xn² = xn
Thus xn+1 > xn
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If i have any equation like this or
Sinx+cosx=0
How can i solve and making sure i don’t divide by zero and not losing any answers
graphical approach
in this case 3 sin x = sin x / cos x
3 cos x = 1
cos x = 1/3
draw graph of cos x from 0 to 2pi and see how many times y = 1/3
or another method would be write the general solution
But what if sinx =0
same thing?
Well you can't forget the solutions of 3sin(x) = tan(x) that arise when sin(x)=0
yes so make the graph for sin x = 0 as well
graphical method is def the best option here
Yes you have to split the cases between cos(x) = 1/3 and sin(x) = 0
explicitly account for any division by a maybe-zero that you're about to do
If "drawing a graph" helps then sure
eg if you're thinking about dividing by cos(x) work out exactly what happens when cos(x)=0
Here since it's an MCQ then finding the number of solutions by graphing is ok
this way, even if you lose solutions, you will have taken them into account and can recover them that way
how does it matter if its an mcq or not
oh "number"
👍
You should also note that in general, the amount of solutions for a standard interval (i.e., 0<=x<=2pi or 0<=x<=360 degrees) of cos(x)=a or sin(x)=a for aE(-1, 1) will always be 2.
If a=1, -1, it varies based on whether it is sine or cosine.
I can make this in all equations right taking a case where what im dividing by is zero
I make this in all equations right?
...yes
And if i substitute when sinx=0
And both sides aren’t equal so it’s not a real solution ?
well, you've looked at what happens when sin(x) = 0. and your conclusion is that there's no solutions to be found there.
so yes now you can divide by sin(x).
And if it’s zero it take this solution and continue dividing by it so I didn’t lose anything right?
...i am not sure what you mean.
maybe better if you just show your work and i tell you if it's good or not.
I mean if i knew that the something i divide by maybe equal zero (sinx=0)
I take the solutions when sinx=0
and then i can divide the equation by sinx and there is no problem
@cerulean locust Has your question been resolved?
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I finished a quiz and i wonder how is the answer to this "A".
I I arrived at The second image I sent so I thought it would be E (None of the above)
Also as far as I know the derivative of tan is sec2 not sin2
Is this a mistake by the professor?
No no, you were right, it's just that you didn't develop your expression good enough so you could identify your result with the answer
What if you multiply top and bottom by cos²(x+y) so that mess of a fraction looks better ?
See what that gives you
@molten latch
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why here i can sub x=sinh t ?
try it and see what happens
you may need the identity $\cosh^2(t) - \sinh^2(t) = 1$
Ann
also you always CAN sub that
already proved it
i mean why is it legal?
do you really mean legal or do you mean helpful
legal
sinh : R -> R is a bijective function. you can pretend you are substituting t := sinh^-1(x).
I need help
!occupied
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i know ever did, and know this is legal:
t=t(x)=sinh x
dt = (sinh x)` dx
i see, how can i prove bijection for sinh x?
sinh is a strictly increasing and differentiable (thus continuous) function, and approaches ±∞ as x goes to ±∞ respectively.
well, that or you can straight up find its inverse
we dont have a statement that says this => invertible
which is some mix of logs and roots
yes but idk how to go about it
$\sinh(x) = \frac{e^x - e^{-x}}{2}$
Ann
start with $\frac{e^y - e^{-y}}{2} = x$. solve for $y$. you will get a thing that has some logarithms and some roots in it.
Ann
substituting z := e^y and making a quadratic equation will be helpful along the way.
ty, ill try that
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hi
how to accurately make the er model sometimes I dont get the same solution
for the databases
for example like I did it include the possibility that play list may be empty cuz that does not make sense
but the sol shows that it may be empty
so how to figure that out from the wording of the question?
....what?
what even
a playlist can be empty, they typically are when you first create them after all
though i dont think i have a good grasp of what youre asking
@neon jolt Has your question been resolved?
Basically what I am asking.. how to do the er model based on the description given
"a playlist may include many songs, and a song may be included by one playlist at most."
Solution shows that it may be zero or many
But I thought that logically a playlist may not be nothing it must contain at least 1 or many
But sometimes we say it's one or many
Like how a playlist be empty?
Isn't more logical that it be one or many?
you have to create a playlist before you can add anything to it
otherwise theres nothing to be adding songs to
so it may be empty
Can we say that words like "may be" , "at most " means a relationship that may be zero or more?
'may include many songs' does imply there can be zero songs
'a song may be included by one playlist at most' just means the song can only be in a single playlist, or none at all
'may include' I would take to mean: can include, but doesnt have to
'at most' means the upper limit, so 'at most one' means 1 or less, [1 or 0 here]
I see
Thank you very much
. close
.close
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can i use this channel
oop
yes
apparently yeah
HI
okay
pls n ty
i get the first step, like the factors that multiply to 700 n shit
but like
idk what to do after
U want help with the 9th question?
8th too?
Factor 700
yes but factor it in another way such that one of the factor is a perfect square
what does perfect square mean
what r the factors?
100 x 7?
yupp
ya
yeah
I don't think it can be simplified further
7 cant
So whats the answer for 8th
but 100 can
Ya
R u talking abt the 9th one?
no 8
i just told u how to do it
oh
Such that one of the factors is a perfect square
ill try
WHY DO U THINK IM HERE
BRAIN*
im sry
bro im actually
so bad at math
i had this test due like last week
but i skipped so i wouldnt have to take it
bruh
U want me to solve ur test
ima try
💀
who?
my teacher
yes u r
.close
mf
you'll get banned
??
no slurs
thats not a slur
Ok
Is the smaller text below the question the answer you put?
Yeah, AI isn't always the greatest for math
First, I'm going to say this, consider constants (actual numbers) separately from the variables
okok
hmm
Do you mean coefficients when you mention constants?
😭
kk
and looking at x^21, what could that be rewritten as?
yep!
and what about the y part?
Only considering numbers smaller than 16, what is the closest number that is divisble by 3?
15!!!
yes and divide by 3?
5!!!!
That remainder, the numerator is the remaining variable (x or y (or any other letter/symbol that isn't defined)) left in the cbroot (or other root)
So, try writing out the simplified form
<@&268886789983436800>
oh hn
Thank you mods
hmm
(the math you have written down here (5^3 * 3) is correct)
yay
IDK
Let me reword this question to be more discord typing friendly
😿
What is going to go outside the cube root?
cough
For the number yes!
HELP
What about the x component
ok
so 7?
Write it as y^(?)
y^5
whats the cube root again
$\sqrt[3]{x}$
dragonbreath
We've moved the 5^3 outside of the cuberoot as 5 (because 3 * 1/3 = 1)
hold on ima eat and come back

Probably yeah, ping me
Saying this as a reminder and so it doesn't time out: x root also equals a power of 1/x
@fresh mesa Has your question been resolved?
Lol
😿
Quick hit x on this
kk
dragonbreath
The like
[Number] root?
yess
What is the number that is going to go inside the root?
this is what we have slved rifht
solved
omg we so close
Yes
sorry im backreading
You're good
3
Yes
YUPP
Do you think there will be any x remaining inside the cube root?
no
How many?
this
right
squareroot 3 y
🎉
dragonbreath
Yep!
OMG
WTF
i put it in its right
ilysm omg
u made it super simple for me
i think i get it now
look its marked right
wait im gonna try doing some by myself now but can i keep this open just in case
tysm omg
Yippee
@fresh mesa Has your question been resolved?
@fresh mesa Do you still have questions?
i havent started another problem, ill do no 8 rn and ill lyk if i do
so is it like this again?
yes
I think you mean 5 isn't divisible by 2?
yes
10x^2y^6
yes, and the inside?
IDK
wai
7xy
because 7 was 1 7, then we were off by one for both the x and y
this
yes
This is correct, put it all together
Is question 6 still incorrect?
yes
dw ab that tho
this is for another problem
how do i get the first number again
like before x and y
i promiseee this is like the laast one
i almsot have it down!
Consider dealing with the 2^5 like you would x^5
wait
i mean like the 448
i forgot what to do. w it
I mean you've broken it down
yes
448
8 * 56
4 * (2) * 8 * (7)
(2) * (2) * (2) * 4 * (2) * (7)
(2) * (2) * (2) * (2) * (2) * (2) * (7)
It's not 2^5 though
Look at the 2 can you move it outside the cube root?
This but since it is 2^6, treat it like x^6
kk
i took a quick nap
wdym
like do i do that thing where i count how many times it goes inside
the 3
You're fine
Do you know how fractional exponents work
no
can u help me w like the 448
what do i do w it
i already factored it or whatever
its 2^6 x 7
did you do the prime factorization
but i forgot what to do w those numbers
Oh alr
You want to find a number thats a perfect cube that you can factor
Perfect cubes will have an exponent which is a multiple of 3
Example 3, 6, 9, 12 and so on
Do you see a 6 as any exponents?
i dont know
Alr
How would you deal with $\sqrt[3]{x^6}$
dragonbreath
Do you know the exponent rule where a^(b times c) is equal to (a^b)^c
She needs help with the 448 part
@fresh mesa
no idk what that is
They've already broken it down to 2^6 * 7
Hmm
Here
a is 2
and xy=6
How do we break it apart so we get 3?
@fresh mesa \
isnt it 3
divide by 2
Yeah
2^(2)(3)
We can rewrite this as (2^2)^3
2^2=4
So we can rewrite 2^6 as 4^3
This should help
and then what
<@&286206848099549185>
waits
dawg what
is u gone help
😭
or help
ok did you break down 448
yes
what is it
2^6 x 7
OH
then it is the 3rd root right
so you get 4
and a 7 is still under the root
4 * x^3 * y^7 * cuberoot(7)
yw
@fresh mesa Has your question been resolved?
@fresh mesa Has your question been resolved?
@fresh mesa still need help?
@fresh mesa Has your question been resolved?
tf
x^6x1/3
x^2
yes
please
anyone
<@&286206848099549185>
okay so the 448
is
2^5 x 7
but idk what to do next
like i do but i cant understand it
Hold on.
I'll write it down because writing here will make it a mess.
@fresh mesa have you tried extracting the cuberoot by parts?
Hint: doing cuberoot is essentially raising the power by 1/3.
how do i do that
Try doing it and show my your work.
What do you think?
It's okay to get it wrong, I just need to know what you get wrong.
kk
@fresh mesa please ping me when you're done.
What you go wrong here is forgetting that it's a cuberoot.
You should find a factor of 448 that is a perfect cube.
56 is not one of them.
64
Correct.
You're implying that 64 is a factor of 448.
What do you multiply 64 with to get 448?
@fresh mesa
Perfect.
Also, isa.
I have an advice.
I use this technique when dealing with exponents.
what is itt
Cuberoot is essentially division in exponents.
Meaning divide by 3.
It might be intuitive when you write it that way.
@fresh mesa anything else I should know?
If not, you can close this one.
.close
I'll be leaving now, so I hope that I answered your question.
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!noping
Please do not ping individual helpers unprompted.
dont ping me cuh
<@&268886789983436800> mass spam ping of mods
yes mmhmm and you immediately pang the server owner despite the fact that they're not online
can you explain what you tried
why would you ping the owner of a 250k member server 💀
the perimeter?
in feet?
you should get something very close to 400
like 399.5
by 42 units
can you show all the lengths you added up
maybe then we can figure out
why did you leave a portion of it
like just 21.5 instead of another 63
while you considered pairs of other lengths
oh my god dude
don't ping me - or any other mods - again, or you'll be muted
at the left you took the top 21.5 feet and left the bottom
this
you didn't include the dotted line and did an error in calculating a missing side
come on
alright
ragebait used to be believable
you've been given enough information
it's time for you to read and understand it
they even drew out a nice drawing for you
for the work you turned in? i'd probably give you 1 or 2 at most because it's so incredibly messy
yes
likely spammer huh
maybe
i have a masters in math and computer science and taught cryptography at a university level
find a pencil
the perimeter
no
anyway i think unless you are willing to put in the effort to redo this problem and figure out the correct answer then this channel has run its course
Is this the problem?
nope
You have messed page but wait let me read the question
crypto 🤑
absolutely not (but we did briefly cover cryptocurrencies)
if i was your teacher, i would give you 0
give you a 0 for the exam aswell
and make you redo the year
yes, you
if this is your homework you should get another piece of paper and write out the solution without crossing stuff out, then staple that to the homework paper
Oh
yes
bruh
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The next dimension of the bottom lawn would be 20f
it WAS ragebait then
thank you to blurple and valeheart for the effort
it took you this long to realise? 🙂
💀
i appreciate it even if they didn't
i'd never really seen this person before
I DMed you a while back to tell you this 💀
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how come they compare the series to 1/rootn ?
why wont direct comparison like this work?
sqrt(n)/n is not equal to 1/n^(3/2)
ohhh its 1/n^1/2
so it diverges by p series
okay thank u
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yooo
.close
Closed by @fresh mesa
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...
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the what

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