#help-42
1 messages · Page 112 of 1
yes
So what i believe you can and Maybe are supposed to do is unite a DFA for the divisibility of 2 and a DFA for 3 and then you should have it
And this should create a NFA
You see what I mean?
but wont i create more states by that
for 3 i need 3 states, and for 2 i need 2 states.
I think you should be able to do it with 4 states
i will try it again
Yes but I think that you can unité a specific state so that you have exactly 4
if i need the not 3 not 2 or not both
i will build for each one and then do unite?
like DFA for not divided by 2, DFA for not divided by 3 and then try to unite them
yeah
ok brb
i think that should make it
i am testing it again. might worked
ok
i still got 6 states
Your doing the product of both DFA right?
well this is A or B or AandB
if you ask to do when it is accepted for both DFA then it will be the same but the accpected states wil be [q1p1] [q2p1]
but then its not right
i created A U B
any suggetions guys?
give me a minute 😭
i dont rush you
but im rushing me haha
i was like in case anyone is watching haha
@tender vessel Has your question been resolved?
Usually when you unify two DFA you create a new start and build two epsilon transitions to each DFA and this would be a NFA and then you can see that both DFA have a very similar start. So you erase the epsilon transition and use the same start point for both DFAs
no but you tried to build a DFA and not a NFA
you did the multiplication of both DFA which is correct but not what you need to do in this case
You should know that each NFA has a DFA but the DFA will probably have more states than the NFA
Can you break down the path to build this nfa?
yes !
Like did you use the table
no
Just from the 2 dfa?
I rarely use them 😅
Ok haha
So we have those two DFA
you will get it soon
Ok
Yes
now its right
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✅
We unified both with these epsilon transitions
Yeah
i did write them wrong again 😭
So now they got unified by the epsilon transitions
And if you look closely q5 and s1 are somewhat similar
So i erased the epsilon transitions and got this
Well it looks like you took q4 and make him act as q5 and s1
Alright
But should have work with table. I did something wrong
But I got it
Thanks man
there's a bit of trial and error process to in my way to do it 😅 but that's how you can do it usually
no problem 😄
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What statistical test should I use for the following:
The propability Y that the predictions are correct is the same across the binary group X
P(Y|X1) =µ1
P(Y|X2) =µ2
H0: µ1=µ2
ow my bad
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hii could someone check if this proof is valid, this subject is really confusing
visual of the theorem
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Heyo, me and a friend are trying to solve this, question is "find the inequality", apparently the answer is 4x-2y<-6 but I don't get how it gets there, I've tried solving it using points from the solution (pink is the solution region btw) and from the line itself but to no avail
say gex
🤨
The boundary is linear so make an equation for that line.
yeah
Y-Y1 = (Y2-Y1/X2-X1)(X-X1)
but the answer comes out to Y=2x+3, which is none of the options
and Y<2x+3 is wrong cuz 3<3 is wrong and 0<-1 is also wrong
I'm using the points (-1.5, 0) and (0,3)
Put the equation into standard form.
y = 2x + 3
-2x + y = 3
After that, it's just a matter of finding which solutions are a multiple of the result you found.
Flipping the inequality can catch you out
oh my god i just realised that B is just a multiple
thank you
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I have a question about asymptotes, so the question is (x^3+4x^2-21x)/(x^2+4x-21), which simplifies to x(x+7)(x-3)/(x+7)(x-3). n>d, so there is no horizontal, but there is a slanted asymptote. If we divide n by d we get y=x as the slanted asymptote. Holes at x= 3 and, but the simplified equation is y=x
How is it possible that the asymptote is the same as the equation? all of the values are the same as the asymptote
It is as slanted asypmtote in a way, but in reality your function, whenever it is defined, is just x * 1 * 1
So x=y is a slanted asymptote kind of trivially, just like y = mx would be a slanted asypmtote of y=mx
so the way I understand it is asymptotes are what the function approaches as it goes to infinity right, but here the asymptote is the same as the function, so it never deviates from that line. How would i even graph this function when the asymptote and function are on top of eachother?
Slanted asymptotes are lines your function gets close to (i.e. it grows like a line for large x)
In your case f is a line
So its asymptote is just itself
okay cool that makes sense, now another question which i have about asymptotes. (x+1)/(x-3)^2 is the function, d>n so horizontal asymptote at 0, and vertical asymptote at x=3 cuz x cant be 3. If i graph this function though, the left part of it starts positive and goes through y=0. I understand that it describes the end behavior, and as x gets closer to -infinity, the y gets closer to 0 again, but is there any way to check for behavior like this beforehand? or just guess and check?
Well just from the definition of the function, you should expect that the function is negative whenever x < -1
Since (x-3)^3 >= 0
So it stems from that
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I need some help on this 💀
for a), to prove bijection, I need to prove it's injective and surjective
It's surjective because f(pi/2) = 1, f(3pi/2) = -1, and f is continuous
for injective, I'm not sure what to do
Injective means that no two inputs have the same output or if f(a) = f(b), then a = b
the derivative of sin is cos which is negative on (pi/2, 3pi/2) and 0 on endpoints
so sin is strictly decreasing on (pi/2, 3pi/2)
Oh we aren't allowed calc
bruh
comp math?
competitve math
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lim n-> inf
I got the answer now but doesn’t that become inf times inf
Oh yeah
only the n+1 does
The IOC is just 1/2?
but anyways yea infinity so what’s the radius
yea it only converges at its center
I don’t need to make it -1/2<x<1/2 right
It’s just 1/2
no that would imply the radius was one
it only converges at x = 1/2
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I need to do this exercise but i don't know where to continue , it has been 3 hours that i have been working on thid task and I can't find my way out of it
!15mins
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@hidden umbra Has your question been resolved?
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can anyone check part 2 of this pls (shown below)? thanks
@unkempt lagoon Has your question been resolved?
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yes pls
k
ill get back to u in like 5 minutes lol
ok lemme take al ook atthesel ol i was busy
11 is wrong
12 is right
13 is right
gimme a sec igotta finish soenmthing
lol
14 is right
15 is right
so only 11 is wrong
hmm what should it be
thanks
@unkempt lagoon Has your question been resolved?
is 11 A?
<@&286206848099549185>
Yes but do you understand why? What is your understanding of what f’ and f’’?
@unkempt lagoon Has your question been resolved?
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Why can't we further simplify the answer into x = -6 ± 4√3 by diving the top side by 2?
You can
what’s your 2s rank
i played for a bit over the summer and was gc1 but i quit way back in 2021
i was gc1 in 1s and 3s and gc2 in 2s
also sqrt(6)/2 ≠ sqrt(3)
Why not?
Oh okay thanks I get it now
Radicals just simply break the rule
x = -6 ± 4√6 would be correct right?
So 8√6/2 = 4√6
yea
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Can you help understand what is going on here please?
Is this long division?
This is from Calculus Made Easy - Silvanus P. Thompson https://www.gutenberg.org/files/33283/33283-pdf.pdf, showing how to differentiate quotients
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how do i evaluate sin(11pi/12) using sin(x+y) identity
5/12 + 6/12 = 11/12
how do i get an exact value for 5pi/12
?
i aint ever seen that in my life
alternatively 11/12 = 8/12 + 3/12
its derived from sin2x formula if i remember correctly
how did i not see that😭
if you did want to use this since sin(5pi/12) > 0 use the positive term
then i reduce that to be sin(2pi/3 + pi/4) ?
so its got the same denominators as the special triangle shit
yes
do i need to find the related angle for 2pi/3 and then just use that
what jtoh are u talking abt
sounds like sumn i know i js wanna see if its the same
3pi/4 + pi/6 @polar grail
$\cos(2\theta)=1-2\sin^2\theta$, replace $2\theta$ with $A$
@fluid oxide
This is not A+B
i was telling them where this half angle formula comes from
Oh okay
But no half angle formula, he wants a+b, so he gotta use this
right
@polar grail have u tried this?
This channel is occupied, not the place to discuss
Go #discussion
Oh
I’m sorry I didn’t know
thats 9/12 and 2/12 yea?
when im finding the exact values do i replace 3pi/4 with its related angle
so pi/4 if im not wrong
Also is pi/6
if its pi/4 why is cos negative
isnt that in quadrant 1
ohh
wait so just to make sure
anytime i have cos i just switch it to negative?
for this question at least
well for this question the principal angle is in quadrant 2
so anything cos just becomes negative right
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ik the -< is like 12 to 12.5 range, but why exactly do we write it like this?
if i were to answer a question thats like “What values have a frequency of 5?”, would I write it like 12-<12.5 in my answers?
@orchid ridge Has your question been resolved?
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that's just bad printing
for $12 \le x < 12.5$
do not write this ever
southlander!
ic, thx for that. i was so confused when they wrote it weird like that
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small physics question , im really bad at this
A nonuniform linear charge distribution given by lambda =
bx, where b is a constant, is located along an x axis from x=0 to
x =0.20 m. If b = 20 nC/m2 and V = 0 at infinity, what is the
electric potential at (a) the origin and (b) the point y = 0.15 m
on the y axis?
i dont understand how to do any of it , status : 1
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Why?
Are you looking for a proof or intuition
A rigorous proof can get rough
Intuition is simple. Just use linear approximation.
f(x0+dx) = f(x0) + dx f'(x0)
XD
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Goyda
what is the qn?
Goyda?
@remote mural Has your question been resolved?
Yes
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How was the formula for $e^z$ thought up?
crazytime
History usually starts way back at the beginning and then relates developmental events to the present so you can understand how you got to where you are. With mathematics, in this case exponents, it will make much more sense to start with a current understanding and meaning of exponents and work backward to from where they came.
Exponential function, in mathematics, a relation of the form y = ax, with the independent variable x ranging over the entire real number line as the exponent of a positive number a. Probably the most important of the exponential functions is y = ex, sometimes written y = exp (x), in which e
@wintry echo Has your question been resolved?
@leaden thunder Thank you
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|sqrt(x)-2| < Σ ?
@main sinew Has your question been resolved?
.close
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how can I solve this using probability laws such as bayes theorem and LOTP?
2/3 is the answer, but idk how to get it
well here's the thing
we can't get anything from that statement
because there's nothing to get
show the rest of the problem lol
honestly i'd draw a tree
you can just write out permutations of A,B,C where A comes after C
there are only 3
and that’s the space after the condition is met
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i always do bayes with tree ngl, makes it very easy to see
<@&268886789983436800>
@remote mural stop
u are from georgia?
They are spamming here right?
they sent a link to their discord
thats why i pinged
it was like some russian discord
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I need help
wake up
AP calculus
!da2a
No need to ask “Can I ask…?” or “Does anyone know about…?”—it’s faster for everyone if you just ask your question! See https://dontasktoask.com/
good old lhopital
yea
I'm in my secondd year of school and I'm in all honor classes
use lhopitals rule
the nominator and the denominator
$\lim_{x \to \pi} \frac{-\sin(x) + 2\cos(2x)}{2x} = \frac{1}{\pi}$
knief
here
I have a lot of qyestions to do on this sheet todays the last day of the tri
do you get how i got this
Not realy
it was 0/0 from direct substitution
Oh
whenever you encounter a 0/0 or inf/inf using direct substitution we get the following
$\lim_{x \to a} \frac{f(x)}{g(x)} = \lim_{x \to a} \frac{f’(x)}{g’(x)}$
knief
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need help! im dying
Use logs
ik that part but idk how to start off
Do you know how to write 70db and 50db in terms of logs
no
This physics video tutorial provides a basic introduction into sound intensity level in decibels. it explains how to calculate the sound level in decibels given the sound intensity and how to calculate the sound intensity given the intensity level in decibels. It also explains how to calculate the sound intensity level in decibels at different...
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Does E(XY)= E(X)E(Y) imply that Y and X are independent? I am a bit confused by this
no
Go on?
But intuitively, what is that really saying. How exactly is covariance being 0 and the two variables being independent differ if you could describe it in some analogous fashion
I can't answer as I don't have a clear idea either
it seems like independence is a condition on every pair of events... meanwhile covariance being 0 is a single request on the average behaviour
so the latter must be in some sense weaker
@finite oasis Has your question been resolved?
you can get independence if you require a bit more
Ef(X)g(Y) = Ef(X) Eg(Y) for a large enough class of functions f
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I'm stuck on question b
I just don't understand how I'm supposed to solve it
the topic is trig identities
0.9
I like to solve them by drawing a small unit circle
ohhh unit circles i find them confusing
i tried to use cos angle sum identities, but didn’t really turn into anything useful so uh
Okay that's fine we can find another way
Maybe we should rewrite it as:
0 < x < 540
cos(x) = 0.9
If you draw the unit circle you can just count how many cycles it takes
Not sure how to find a nice solution otherwise
oh inverse trig function why over complicate so much 😔
what are you getting right now?
guahtmath told me the answers were x = 30, 90 and 150. but it didnt tell me how to get there
It only gives 1 solution though
i have a test on trig identites tomorrow
and i dont wanna be stuck on the same type of question
that’s not right
cos3x = 0.9
Maybe it's 0 * 9
i needa get x on its own
No, no
nahh we dont use that in the wjec exam board
oh?
where x = 30
wh#
i checked these
and none work out to .9
really?
yes
those all will line up other values on the unit circle and none are .9
oh
it's just 1/3x arccos(0.9)
whats arccos
inverse cosine
cosine inverse
OH
i wasn’t sure if ur allowed to use it tho
i am dw
that is one of the solutions
alright
others are + 2kpi/3 where k is an integer
guys im in year 12 pls...
16
I was 12th grade like 4 months ago
yeah you should be able to do this
I know yall it just a little confusing
do you even know inverse trig
without it you can't solve these
so learn that first
unit circle
Drawing a snail and counting the cosine's positive parts which are first and fourth quadrant
YES I K WHAT IT IS
And every dot that is in a line has 360 degree difference if you want to find their values
did you guys get 8.61 or 72.54 as an answer
i literally gave you the answer above
where
^
yeah i dont understand tho..
yeah that implies you dont know inv trig
yea
do you even know what principle domain is
nope
yeah so LEARN INV TRIG first
you clearly dont
trig functions are periodic
periodic...
repeats over and over again.
oh
up and down and up and down
ohhh yeah
the period of cosine is 2pi
it is? we havent learnt that yet
uhhh
uhm
Not nice
i just need help with this question😢
$cos(3x) = .9 \ 3x = arccos(.9) \ x = \frac{arccos(.9)}{3}$
I think you should first study the sine and cosine functions' properties
bot is being dumb 😐
our curriculums might jsut be different
Do not put spaces around $
That tells the bot to not send the result image
OH I UNDERSTAND
Climb
cos^-1(0.9) / 3
yes
8.61
okay good
but there are other solutions
but i thought i was wrong
Now that I think of it
They thought us the period of the functions in the form: Csin(Bx), Ccos(Bx), Ctan(Bx)
2pi/B, 2pi/B, pi/B respectively
taught but yea same here
You should know this to solve it
h..............😨 ...
they havent taught us that yet
IM IN YEAR 12??
,w cos(3x) = .9
wolfram being extra but
woa
Perhaps you weren't listening to the class, I don't see any other way of solving this
i was DEFINITELY listening dw they for sure havent taught us the 2 pi thing yet
okay then ur fine i would talk to your teacher
alra
,w cos(3x)=0.9 where 0 < x < 540deg
hope i dont fail tomorrow😇
ohhh yeah
0 to 180
Was it 540
nah
Oh I was like why are there so many solutions
cos(3x)=0.9 where 0 < x < 180deg
,w cos(3x)=0.9 where 0 < x < 180deg
3 solutions
thank you guys IM NOT FAILING WOOHOO
alrighty
Wait was this your exam
my test is tomorrow
Oh okay good luck
thank you😓
holiday in america right now
i'm celebrating thanksgiving w my family rn lmao
se
same
lions winning
LUCKY...........................
thanks yall tho forthe help
how do i close this
.close
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Hello
I used this method for variation of parameters
But this question made me kinda confused
Does that method works for it too or just for 2nd derivative ? And is it really good to use such a method ? cuz I think with higher order DEs it will take alot of time to find the determinant of W
@sturdy edge Has your question been resolved?
@sturdy edge Has your question been resolved?
Hi
I use this rule for finding 2nd order y_p part for variation of parameters
Can we expand this rule to apply to any higher order DEs?
Chatgpt gave me this but I wanna make sure it is mathematically applicable for any problem
<@&286206848099549185>
Sorry for pinging
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I need to find the module of z which is a complex number and the arg (z) using trigonometry (basically i need to simplify the expression and write z in the trigonometric form). I've tried a lot of ways but without success
@primal flume Has your question been resolved?
Simplify inside before applying power
multiplying and dividing by denominator's conjugate
once simplified find arg(z) and also trig form,
I tried that but seems to go nowhere, maybe i made a mistake
Just to be sure i should have
(1+i)(1+√3-(√3-1)i) Divided by (1+√3)^2+(√3-1)^2. Right?
yes
np
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I have constructed the figure, my question is
in the first subpart, it says measure the angle
How can I measure it without Protractor?
straight edge (scale/ruler) and compass
is it possible to measure the angle with them?
hold on
ok
did you learn how to construct angles like 90 degrees?
yea
where?
which idk how to measure without protractor
Oh I see
Got it thanks for the help and sorry I didn't understand the question properly
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Where did this - 8y come from?
(a-b)^2 = a^2 + b^2 - 2ab
Huh
?
bros are cooking
Thanks
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Let A toss a coin 10 times and B tosses a coin 9 times....Find the number of different ways they can toss the coins if number of heads obtained by A is greater than number of heads obtained by B.
Let's simplify the problem... How many combinations would there be if 10 head were flipped by A?
You repeat the same process for decreasing number of heads spun by A
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im hopeless at math help me pls
!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
You just find the area under the lines and subtract the area above the line, ie between the x-axis
We can clearly see that (0-3)t=(3-6)t
Therefore we just cancel out 0-6, the area we must find is 6≥t≥10
You can seperate the area between 3 rectangles and 1 square
Then just calculate for each individual area of the shapes
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find $sin \alpha \pm \beta$ and $cos \alpha \pm \beta$ if sina 8/17, cosB = 4/5
0 < a < 90; 0 < B < 90
asm
asm
If sin(a) = 8/17, then sin^2 (a) = 64/289
1 - sin^2 (a) = 1 - 64/289 = 225/289
cos^2 (a) = 225/289
cos(a) = 15/17 (can't be negative).
Yup.
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Ni problem
pls any1?
Won't it be 0?
As after that area is negative
ye
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$$
I = \int_{0}^{\infty} \frac{e^{-x^2} \cdot \sin(x) \cdot \cos(x) \cdot \ln(x) \cdot \sqrt{x}}{x^2 + 1} , dx
$$
Scruffy
How to solve this ?
I don't know where to start
i would bring x^2 + 1 to the top
You dont solve integral
to avoid quotient rule
You evaluate integral
$$
I = \int_{0}^{\infty} {e^{-x^2} \cdot \sin(x) \cdot \cos(x) \cdot \ln(x) \cdot \sqrt{x}x^2+1}, dx
$$
means evaluate
Scruffy
Then
hm
He wrote solve
Its wrong verb
So the exercise can't be done?
It can be evaluated
In fact it seemed impossible
give me a min
Lemme see
You moved it up wrong
im gonnna put it through a integral solver to help u
I dont like this method
Why
Nah there’s fs a trick to this
im not gonna give him the solution
just give him hints
But the integral seems oscillating to me
It prob diverges or smth ☠️
If I put +∞ I have everything that varies
Lemme see
😭
5 hours of alegbra
for it to diverge
also
Prob Just use wolfram
this is not solvable

Really?
Who
You
I didnt
are there any like calc wizards in this server
who like really hard problems
thats ur best bet
.
yea i was lokey just being optimisitic
Where is this question from?
Whats this , Just use wolfram
Why can't it be solved?
Maybe I can see on chatgpt
No
!nogpt
Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).
chatgpt is probably more clueless than you are
.
Are you a bot or something?
Okay
im not lmao
i dont think this integral has a expressible solution in elementary functions
You literally spawned like this
at the very least
somehow i opened the chat as soon as he said gpt
I took this exercise from chatgpt
u
Well there you go

bro there are many books you can refer
I wanted to raise the difficulty a little
or just google
Wait I'll go and see
futile effort imo, just forget about the question and get problems from better sources
Tell him to give you the wolfram code
yea your right
@wintry echo
yeah it does look like some slop it would say when asked "give me a very hard integral to solve"
ofc it has no way to actually gauge the difficulty and whether it's solvable, in a closed form expression
Wolfram solved it
integrate e^(-x^2) * sin(x) * cos(x) * log(x) * sqrt(x) / (x^2 + 1) from 0 to infinity
,w integrate e^(-x^2) * sin(x) * cos(x) * log(x) * sqrt(x) / (x^2 + 1) from 0 to infinity
numerical integration exists
Interestingly Desmos gave the same float here, but I am not sure if it has a "nice" representation.
it's what WA defaults to when it can't figure out a closed form expression
doesnt matter that much
i guess
Wolfram doesnt use ln
So are there any integrals that cannot be solved manually?
i see
ofc
$$
\int_{0}^{1} x^2 e^x , dx
$$
Scruffy
This one is done in parts right?
Thats Easy
I lowered the difficulty
yes, for instance sin(x)/x has no antiderivative in terms of elementary functions, there's a way to precisely say this: https://en.wikipedia.org/wiki/Nonelementary_integral
Can you do this ?
yes.
Do you know how to use IBP?
Mmm yes
$e^x*x^3/3-\int e^x x^3/3$
Scruffy
I think you went the wrong direction. Try making u = x^2 and dv = e^x
But now you have to integrate e^x * x^3 which is even more time consuming
Why?
Try to integrate it and see
@wintry echo Has your question been resolved?
Wut
@wintry echo Has your question been resolved?
?
why
I just don't understand why I haven't finished
<@&286206848099549185>
Georg Friedrich Bernhard Riemann help me pls
Yep.
<@&268886789983436800> ai user
!nogpt
Please do not trust ChatGPT or similar AI tools for mathematical tasks, as they often generate output which "sounds correct" but has numerous factual or logical errors. Use of these AI tools to answer other people's help questions is strictly against server rules (see #rules).
I deleted it, for one we don't encourage people to post whole solutions since it may incentivize cheating (not saying this is the case here)
How to know 100% who used chatgpt
it's easy to recognize LLM output
from the mannerisms in writing and because often users copy-paste the entire thing which leads to math being all funky
Why did he have to insert random [ , ]?
and looking like multiple lines where one line suffices
Maybe he used chatgpt to write better
I'm not sure if discussing this is productive -- either way feel free to use GPT yourself to see what it has to say about your problem
our only issue here is with users using AI tools to "help" people here, often by lazily handing out solutions that might even be inaccurate or wrong



