#help-33
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Okay great, thanks for the help, I'll try solve the rest!

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want help providing intuition for R-modules in general
I feel pretty good with ideals, field extensions, polynomial rings, whatever, but modules just don't sit well with me and im wondering if im missing something
for starters, if R is a field, the R-module becomes an R-vector space. so i think of R modules as as a generalization of a vector space, but now your 'scalars' don't necessarily have an inverse, aren't necessarily commutative, don't necessarily have an identity, etc. etc.
ye
So modules have "vectors" and "scalars". We don't call them that though.
Usually the module itself just kinda refers to the "vectors" and the "scalars" are signified by the R-
One major difference is we lose the concept of basis and dimension. This does make them a lot more difficult to picture. We have some tricks to get some kind of basis back.
<@&268886789983436800>
Dang discord just letting the scammers run wild
ya i think i get those things but it's still difficult to get past anything more than formalism or symbolic manipulation when working with them
i dont really know how to put the question because the question isn't clear at all to me im just hoping something can be said that would make them seem more natural in a way
are there any examples of modules that don't make sense to you? how is your intuition on module homomorphisms; what do they generalize from vector spaces?
I feel pretty good about module homomorphisms. i have no grasp on free modules other than their definition - same as tensor products of modules
other than the clarification of those two things, another more specific question might be what an R-module is to its ring R, in a meaning comparable to what an ideal in R is to its ring R
@placid prawn Has your question been resolved?
i'll admit im not the most versed in module theory, so i don't know much about tensor products of modules. they are a generalization of tensor products of vector spaces, though, so perhaps start there?
free modules are modules with a basis (made of 'vectors' in the module). so what you need is the possibility of a set that spans everything (intuitively to me, the lack of inverses for each element make this hard), and are linearly independent. i think a good non-example helps: Z/nZ as a module over Z is not free, because n * v = 0 in the module, but n is not zero in the ring, so linear independence is moot
as for understanding what R-modules are to R, i like to think of modules as ring actions over the (abelian) group M, so R-modules "extend" R in a sense (of course, I is a 'subset' of R but also an R-module, so 'extending' is probably not the right word). if you are familiar with diffgeo, you can also apparently think of modules as vector bundles with R as the ring of functions, but i dont fully understand that one
thank you very much for this answer, i will probably revisit it many times. to be honest, it's been a few months since i last tried to get into modules and only now trying again (with the background idea of a generalized vector space and whatever other experience) do a lot of the things i'm reading in my text seem more natural. especially with the idea of a "basis" for the free modules that you just pointed at. and the "extension" of rings in a comparable sense as vector spaces "extending" their underlying fields
ahh thank you both very much
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why and when do we do implicit differentiation? for example, normally the derivative of y is 1, however differentiating it implicitly makes it dx/dy
if y is a function of x then d/dx(y)=dy/dx,
the derivative of y is NOT 1 unless y=x
maybe you are mixing it with d/dy(y)=1, but thats with respect to y, and not x
It's used if you can't seperate different variables in an equation and one of them is dependent on another. The dx/dy simply means that you differentiated x with respect to y
so how would you know what variable to differentiate with respect to?
dy/dx is common but im sure thats not it all the time
The problem will typically specify
when doing word problems we did dr/dy, r being any variable we used
if it is a rate, then usually it's d(var)/dt, with t being time.
normally the variable to differentiate wrt is indicated by "per {variable}".
Implicit differentiation treats an expression as two variables which change thereby making you consider both variables slope (hence why chain rule kicks in)
however, explicit differentiation takes everything as one variable, which removes that, because dy/dy (the term chain rule introduces) is just 1.
and we differentiated implicitly, but im confusing on how we know how to do it
^ to differentiate implicitly, not the math path
part
just having a hard time understanding
Alternatively there is a shortcut for implicit differentiation, you get the derivative as
f'(x)= -(dau(x)/dau(y))/(dau(y)/dau(x) where y=f(x)
however, well, the actual method involves you to do the following (sending, one second)
so basically we use implicit differentiation when we have two variables?
two variables which we think change
and which one would we know to put in respect to?
hmm ok
and in most easy cases we try to convert it all into one variable and differentiate with respect to that one variable
for your question i am differentiating with x
it depends, most places usually teach the same algorithm for implicit differentiation
- Take the function
- Differentiate with respect to x (with appropriate use of chain and product rules)
- Group and simplify the derivative
so in expressions with x and y, we would always differentiate with respect to x?
not necessarily. always look at the question.
but then for example, what would we differentiate with respect to in a expression, with lets say a and b
alright
Sometimes it's easier to diff with y, sometimes with x
it depends on the Q
again, everything is context-dependent.
for instance, if you have distance as a function of time, and you want to know the velocity function, then you diff the distance wrt time.
and product rule*
eg: x(t) = t^2 + 2t + 3 (distance).
if we want to know the velocity, v(t) = d/dt (x(t)) = 2t + 2.
diffing time wrt distance in my example makes no sense physically. it can be done, but it's not helpful because it doesn't answer the question.
so lets say we differentiate the radius with respect to time, that would mean how much the radius is changing when time changes?
yes.... of course
dr/dt= (limdeltat tends to 0) deltar/deltat (from the definition of a derivative)
correct.
so really knowing what variable to put respect to is just context and question based
absolutely.
for this just differentiate with respect to x
if you differentiate with respect to y
you'll get dx/dy
flipping it can be a headache
besides in this problem they want f'(x)=dy/dx
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But i genuinely dont Know how to start b
All ik is that now the integral will be greater
its a similar riemann sum thing
the k-th interval is still (k-1)/n, k/n and the width is just 1/n but now you evaluate the height at the right* edge
(i presume you used the left edge for part a)
riemann sums and integrals isn't it?
now distribute the summation
Or do i just use these as normal?
it shouldnt here
well instead of n you just substitute n-1
in the sig formulas you mentioned
Ahhh
isn't it?
(Sorry for barging in, but that should finish off ur problem)
yep
Indeed this is cool
Bravo
now apply the limit and get the lower bound
finish it off
npnp
These questions are js hella intimidating bro
But they arent that bad
I always mess em up tho
A lvls isnt it?
Yho
Further math
I get everything but these
Bro the time pressure for a level is horrible
Further is just so stressful w time
And it's a descriptive paper
not even MCQ
Extra marks for good handwriting my guy
crazy shi
I mean y'all have a vast syllabus but easy Qs in the vast syllabus
😂😂😂
Second order LDE in further mechanics for example
Nothings hard
Besides further mechanics
Bro further mech is fucking horrible
Its whats brings my grade down
It's nothing compared to the struggle that is IIT-JEE
I have to admit further mech problems are crazy too
definitely above the first level of the JEE
AND you have to write EVERY single step
yeah well good luck
cya
Yeh bro
My paper wascrazy lol
Cya
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is the answer to this B 142
i'm pretty sure the maximum is in an equilateral triangle
so the pairs of triangles can be
30-60-90 triangles (which there are 12 of)
60-60-60 triangles (which there are 5 of)
30-30-120 triangles (which there are twelve of)
so you do 12 choose 2 and 5 choose 2, getting 66 + 66 + 10 = 142.
i'm still trying to figure out how many is in the minimum
k nvm i think it's C
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achaaa
hm? why are you replying to a message half a year ago?
and do you have a question for the channel?
@royal hearth Has your question been resolved?
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<@&268886789983436800>
<@&268886789983436800> and furious I guess
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Hey can anyone help me solve this
domain is your x-values, range is your y-values
so look at the graph and see for which x values is the graph defined, and then do the same for y
Ohh
Can u pls explain slightly better 8 still don't get it
so your graph starts at (0, 0) right?
Right
you know the line doesnt go past that point since it is a dot not an arrow
so that will be your starting point for both your domain and your range, since you won't have any x values less than that nor will you have any y values less than that
does that make sense so far?
Kind off
My friend asked if I can add you so she can also ask u soemthing if Ur alright with that?
domain means: for which values of x do you have a corresponding y value?
uhh sure
I am sorry
no worries you dont have anything to be sorry for
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how do i solve this question: out of 4 numbers, the average of the first 3 is 16 and that of the last 3 is 15. if the last number is 20, than what is the first number?
anyone?
Have you tried making the two averages you're given into equations?
no
Well if we say that the numbers are a,b,c and d, how would you write that the average of the first 3 numbers is 16?
so a+b+c=16?
The average of a,b and c is a+b+c?
Yes (a+b+c)/3
how about 15?
Well how do you write the average of the last three numbers?
(d+e+f)/3=15
Yes
and a+b+c/3=16
Azyrashacorki
Yes
Bingo
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I wanted to ask if someone could help explain this to me. I have an upcoming test on it and have just about everything down apart from arc length and finding values for trig functions. This is pre-calc btw
which specifically are you trying to understand in here?
there are a bunch of examples
Im trying to understand 2 topics. How to find arc length and how to find values for trig functions. I sent the image in hopes that someone could help explain a problem to me.
think of it like this: first look at the angle and figure out its reference triangle, then check which quadrant it’s in to get the correct signs, use the point (x, y) where $\cos \theta = x$ and $\sin \theta = y$ to find any trig value (like flipping for csc or using ratios for cot), and for arc length just multiply the radius by the angle in radians using $S = r\theta$ hope this helps
# 1 shitmiss hater
I understood arc length however i still cant really grasp the values of trig functions
why do you hate me specifically
yeah fr
Nah its part of a game i play and their really annoying charecter called fred. Srry for any slander towards u
nah dude i'm just messing around that's my alt account
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you just need to find where the angle lands on the circle, take the point, then sin is the y-value and cos is the x-value, and the rest are just simple fractions from those
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how u do this
do you know what image is
Try to find another but linear dependent vector of (1,-5)
ik how to solve for a basis of one
idk how
do i just think of random numbers or is there a way to do it fast

What vectors do you get if you consider span(1,-5)
not random numbers, do you remember what is means for a vector to be in the span of another?
no
i dont get it
I will let Pajama continue.
A vector (\vec{v}\in\mathbb{R}^2) is also in the span of (\begin{bmatrix}1\-5\end{bmatrix}) iff it can be written as (c\cdot\begin{bmatrix}1\-5\end{bmatrix},; c\in\mathbb{R}).
ΠαϳαμαΜαμαΛλαμα
That is, a linear combination of the basis vectors of your span, in this case we only have one basis vector (so the linear combination is just any real multiple)
if you wanna take over you can Adonis, sorry I hijacked ur channel 😭
right (1,-5) is in the span of (1,-5) is there another vector?
You should know that (0,0) is linearly dependent to every vector,,,
ngl idk wht that means
take c=0
and as above we can take any vector in any dimension vector space
so the zero vector can then be written as a lienar combination of the basis vectors
How do you understand what a basis is,,,
<@&268886789983436800>
i dont i just know how to solve for image of one
0mod2
a key fact from linear algebra is that the image of a matrix is its column space
so for the image of a matrix to be the vectors spanned by (1,-5), we want the column space to be span{(1,-5)}
ok so it can be 0,0 and 1,-5 then?
for c=0 and c=1
those are perfectly good columns for the matrix yes 
In general, for a matrix, the image is the column space. So any matrix with (\text{col}(A)=\text{span}\left{\begin{bmatrix}1\-5\end{bmatrix}\right}) looks precisely like:
[
A=
\begin{bmatrix}
| & | \
c_1\cdot\begin{bmatrix}1\-5\end{bmatrix} & c_2\cdot\begin{bmatrix}1\-5\end{bmatrix}\
| & |
\end{bmatrix}
]
where (c_1,c_2\in\mathbb{R}) are arbitrary scalars.
ΠαϳαμαΜαμαΛλαμα
so this is the answer?
that is a very good example of such a matrix yes 
actually I'd just be careful about what I said
if c1=c2=0 then we just get the all-0 matrix
which obviously the column space is trivial instead of span{(1,-5)}
wym so i jsut have to make c diff values
not necessarily, just that they're not both 0
ok so i make one c as 0 and as long as the other c isnt 0 im fine?
Why did I not get this-ed
yes that or both nonzero
and why that is is because if (c_1=c_2=0) then the matrix becomes:
[A=\begin{bmatrix}0&0\0&0\end{bmatrix}]
ΠαϳαμαΜαμαΛλαμα
which the column space is (\text{span}\left{\begin{bmatrix}0\0\end{bmatrix}\right}={\vec{0}}) which is just the zero vector
ΠαϳαμαΜαμαΛλαμα
which is obviously not the span as span{(1,-5)}
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i can't visualize what is question stating on the fig 26-5
specifically confused about distances
can anyone draw the situation for me that question is asking
Did you try physics server
@final cobalt Has your question been resolved?
the question wants u to approximate the E field at very far away points
(the lesson here is that the E field of a dipole decays roughly like 1/z^3 as z gets larger, which is faster than the 1/z^2 decay of a single point charge)
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Your work? What are you stuck on
@buoyant jetty Has your question been resolved?
don't know how to begin
What is a C¹ parametrization?
a c1 parametrization is a parametrization that is continous and his derivative of the parametrization exists and it's continous aswell
first order derivative
@leaden monolith @gloomy merlin
just a circumference where every point is at a distance 1 of the origin
it's a closed curve
Like I don’t know where you’re getting confused
Can’t you show that first parametrisation is C¹
cos and sin are smooth
So where are you confused
Like how is this a problem
What is a parametrisation?
Okay, so it’s a function from an interval [a, b] to some set of points
The “set of points” part was why I asked what’s a circle with radius r centred at (0,0)
help
How do you describe this circle as a set of points?
using a parametrization?
don't know
Describe this with set notation
So you do know
Don’t let your first instinct be to say I don’t know
help
Well put the words together
This is a parametrisation
This is a circle
Show that what they’ve given you is 1 a parametrisation, 2 it is of the circle, 3 is C¹
how
How to which step
@buoyant jetty Has your question been resolved?
Blud
Just validate the equation by plugging in x(t) and y(t)
This is for a circle with radius 1 not r
{x,y in R | x^2 + y^2 =r^2}
I already did
You are trying to simplify x^2+y^2 to r^2
Whats left
Ok you'd need to also show that parameterization covers actually the whole circle too
Right now you showed that your paramerization is a subset of {(x,y) : x²+y²=r²} to say the least
@buoyant jetty
how
What if t varied from to 0 to 0.5 instead
what about it
semi circ
Why
Ok bruh
So you do you realize that it depends on t
If all the angles are covered
Why do you say how then
You just need a small argument if t in [0,1] with 2πt maps to [0,2π]
one thing is understanding the intuition other thing is proving it
You seem to do neither
can we start from scratch
You can scratch my back
I am trying to prove it
so i think what star is trying to say
is that map t ↦ 2πt sends [0,1] onto [0,2π], and every point of the circle corresponds to some angle in [0,2π]
same exact argument works for σ₂ with 4πt instead of 2πt — the map t ↦ 4πt sends [0,1] onto [0,4π], which still covers every angle (twice, actually which is the hint for part c)
wait hold on
You can easily show that it's surjective
how
You need three things to complete part a, and you've basically already said all of them
1.) It's a function [0,1] → ℝ² which is just trivial
2.) would be proving the image is exactly C
^
3.) It's C¹
how
both components r cos(2πt) and r sin(2πt) are differentiable with derivatives −2πr sin(2πt) and 2πr cos(2πt), which are continuous
do you prove that
two directions
Image ⊆ C which you did
and star is saying C ⊆ Image:
so you did for any t, (r cos 2πt)² + (r sin 2πt)² = r²(cos² + sin²) = r²
for star he is saying take any (x,y) with x² + y² = r². Then (x/r, y/r) is on the unit circle, so there exists θ ∈ [0, 2π] with cos θ = x/r, sin θ = y/r. Set t = θ/(2π) ∈ [0,1]. Then σ₁(t) = (x,y)
again, star is trying to say that the map t ↦ 2πt sends [0,1] onto [0,2π], and every point of the circle corresponds to some angle in [0,2π]
@buoyant jetty Has your question been resolved?

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- I have to draw a pyramid LABCD where LA is perpendicular to the base
I have drawn it as i understand it. Would want to see pointed out if i did that wrong
- The base is rectangular with side lengts of 5 and 9cm, while LA = 12cm.
I have to find and calculate the longest side facet. Would need someone to walk me through for help
yh you've drawn it wrong, if "LA is perp. to the base"
If ABCD is the base of this pyramid, then L has to be directly above A
you mean like this or?
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.
have to translate it so hopefully its not innacurate somewhere
If the original problem is not in English, then post it anyway
@thin coral
Just in case
alright
But otherwise, yes, it's as I've said
You have a base ABCD, and then the point L lies directly above A
wasnt thr base a rectangle
yeah, its an almost-example
to get general idea
[yes, but it should be clear that's a different diagram entirely lol]
[the point in question's labelled E]
yeah im blind mb
no worries
I have constructed it how i understand it, again
would this be accurate
@serene bramble
ye
Now it's just a matter of finding the other side lengths
This shouldn't involve anything more than using the Pythagorean theorem
alr
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Renato
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✅ Original question: #help-33 message
my channel is getting highjacked !!~
@buoyant jetty i suspected that the last time you closed your channel you were evading my suggestion to properly review the material before doing the problem. you doing it again confirms my suspicion. consider this an official warning to not abuse help channels. the next instance of similar behavior will result in a mute
this might been a misunderstanding. I was closing the channel because this problem is a pain in the ass and I have other exercises from other classes
however you immediately asssumed the worst case possible it seems
that definition is very fundamental to understanding epsilon-N calculus. once you understand that theorem properly, it will lead you to understand other theorems better, in analysis or otherwise. it does take time now, but it's time you are saving in the future, i promise :)
but there is no delta in the definition
this seems a lousy excuse for closing the channel right after i showed up
,w lousy
you can say weak or nonsense
how is this abusing help channels? I was closing a channel?
(highly recommend you don't get into an argument with a mod because they are probably right and that's their job)
apart from my suspicion of you avoiding my suggestion to review material, you opened a channel without posting any of your own work then closed it the instant a helper appeared
fair enough I can take the blame for that, I forgot to include my previous work
thats a bad habit of mines
the last time you posted the same problem you had no work at all. you didnt understand the definition of limit and we spent an hour reviewing it
its the first exercise on sequences for this homework problems
and the professor like: quickly glanced it today in class, but didnt explained fully. The examples from the book are helpful but are also a pain to decrypt
anyways, I get your point. Though I still believe my excuse is valid enough aswell as your suspicion, I will try to be more careful before misusing the help channels
i suspect you havent fully understood the examples in the book. i suggest going over all of them with classmates or helpers who can clearly explain the material. that way you can formulate at least one correct concrete idea for solving a problem before asking us for help
I asked for a classmate of mines to share me how she did it, but she is way too handwavy with proofs and I dont trust her work, I prefer to go at my own pace
and from now on i would like you to post at least one concrete idea for solving a problem every time you open a channel
but yeah I will definitely re read that chapter of the book, maybe ask prof next week about what I dont understand
but status 1: IDK how to begin, is not possible?
based on your history of interactions with helpers its clear that you very often underprepare the material related to your problems
for example today you showed that you fundamentally misunderstand the definition of limit along with the textbook’s examples. that means you are far from capable of solving the problem you just posted
well, this problem is certainly hard for my level, but I still gotta do it because is part of my weekly homework
I am dedicating a lot of time to this class yet, I feel like I am progressing really slow compared to my other classes
i strongly suggest that from now on you seek help on reviewing material as many times as you can BEFORE doing a problem
ideally ask the professor first. emails, office hours, right after lectures etc… any form of contact
then ask helpers here for help reviewing material
for example what you shouldve done was recognize your lack of understanding of the epsilon definition and examples, then ask the professor to help you understand those, then ask helpers here for the same… repeat this cycle as many times as you can BEFORE doing the above problem
this is a study habit that you have not developed during your several years on this server. it has cost many helpers’ time and much of your own time, but it is still possible to put every ounce of your effort into turning around this situation
@buoyant jetty Has your question been resolved?
you do not learn by spamming problems here and expecting us to help you solve them from scratch… you learn by checking your understanding of the material RIGHT AFTER lecture ends so that you are as ready for assignments as you can possibly be
to be Frank today we had the first class and i am so behind in catching up with everything
maybe i should check on my understanding more often, but is tough work
i am taking like 4 classes simultaneously i might be going to explode sometime soon
doing this for all my classes is tough
i just need a study buddy from my class but since i am antisocial is tough
sorry for being a horrible helpee
though all this 2 years i have requested a lot of help from you guys but as homework gets tougher i might have went more stressed with my courses, i used to have fun with the problems but is hard when they bomb you with gazillion exercises weekly
during ur 2 years here, u and the helpers spent LOTS of time on problems in linear algebra, logic, modular arithmetic, etc. but real analysis will be ur hardest class ever. epsilon is famous for being EXTREMELY hard for new students to fully learn. u will spend INFINITELY more time learning it than other topics. thats why its so important for u to develop the study habit that i mentioned above RIGHT NOW
i shee
quick question what is the difference between limit definition of convergence of a sequence and the popular epsilon delta definition?
epsilon n0 is for sequence. epsilon delta is for function on interval
say for example, I am trying to prove that 1/(2n+1) -> 0
n >= n0 => 2n >= 2n0 => 2n + 1 >= 2n0 + 1 => 1/(2n + 1) <= 1/(2n0 + 1)
|1/(2n+1) - 0| = 1/(2n+1) <= 1/(2n0 + 1) < ?
Now what I would like is that 1/(2n0 + 1) < e
however it is getting tough, I used Arquimedes propety that forall x in R there exists some n in N such that n > x
.
this is for time saving? I can always just clear n0 in this 1/(2n0 + 1) < e
yes. but in epsilon delta its strictly necessary to guarantee positive delta
this is common trick in epsilon proof. smaller bottom = bigger fraction
however we dont deal with deltas in the sequence convergence proofs right? or wdym exactly
why
smaller bottom = bigger fraction
suppose 1/(2n0) < e
then
1/(2e) < n0
basically, by Arquimedes property I get that forall x in R there exists some n in N such that x < n
so by Arquimedes, forall 1/(2e) there exists some n0 in N such that n0 > 1/(2e)
then we go back again and from there deduce that
its nonsense to say "forall 1/(2e)"
we say "for all e>0 there exists n0 in N such that n0 > 1/(2e)"
this ^
yep and from there we do algebra and get that 1/(2n0) < e
we basically proved it!
archimedes property is the right idea but we need good math grammar too
yep we're done
I think I am getting the gist of it, is just the tip of the iceberg
🤯
its good progress, keep up the review
thanks, I got help from a classmate
he already passed this class
what he told me about Arquimedes property blew my mind
I was like, so its like that, huh?
crazy
I appreciate the help as always roketto, we will see how this class goes for me because I find it extra hard for my level
this is supposed to be "advanced calculus workshop" then if you pass this you get to take "advanced calculus" or whatever it is
my upperclassmen are telling me this class is tough, they suffered through it but at the end you come out stronger than b4
getting help from ppl who did well in the class is one of the best things u can do. if u can find ppl to help u review lecture material as often as possible that will be key to success
I appreciate the help dude, even the tips I really cant thank u enough
math is really cool huh
but at the same time is a pain jaja
@buoyant jetty Has your question been resolved?
yep its a big pain if u dont have ppl to help u review
btw i have a process for epsilon proofs. maybe it will help u
keep in mind i use N instead of n0
ok
,tex \epsilonN
ロケット・ジャンプ
math really is cool huh
i mean as long as you know arquimedean property everything is possible
the sequences can get MUCH more complicated than what u saw

but this scratchwork process will still apply
i think, i did a bunch of progress today
however, i still need to do more progress
math is tough work but very rewarding
we will see, I think I kind of understand the gist of it, innit?
yes but the world of limits is large. besides more complicated sequences there are also limit properties, sequence properties, series, series properties etc
🤯 
in calc class u accepted the rules of limits, sequences, series, derivatives, integrals etc without proof. but in real analysis u prove ALL of em
and epsilon is the key
fair enough, shit will get tough
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VERY tough but doable as long as u have mentors to help u review everything
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Pls anyone solve this SASMO 2024 P14
!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
try to minimise the sum of the hidden sides
@worldly vale Has your question been resolved?
can you pls explain
1
<@&268886789983436800>
<@&268886789983436800>
What have you tried
what do you think of how to solve it?
its the idea that makes the outcome
5 by 5 by 5 cube
Yup, it's 5 by 5 by 5
try drawing an image of the cube.
And which of the smaller cubes have been painted red and yellow?
the top , front and right faced cubes are red
Hint 1: ||Notice that every red face is opposite to a yellow face. If this is the csse, how can a cube be both yellow and red?||
<@&268886789983436800>
@worldly vale Has your question been resolved?
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when do the two functions take on the same value in the circumference?
try writing the cosine in another way
,rccw
Wdym
try to reduce it to 2 equal functions (like only cosine), so that you compare the arguments
why 40+360k?
😮
because sin(x) = sin(180 - x)
Ye
equating the arguments gives 40,
sin(x) = sin(360 + x) gives 40 + 360k,
and sin(x) = sin(180 - x) gives 160 + 360k, which should be all the solutions
Is it not k.120?
x-30=90-2x+360k
Huh
Its confusing 😕
.close
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Right so I know both ends are going to positive infinity
But I’m not sure how to like….write it
Do you know limits?
Possibly- you’d have to give me more of a definition
$\lim_{x\to+\infty}f(x)=+\infty$
$\lim_{x\to-\infty}f(x) = +\infty$
is how id write it
rays
If you haven't seen limits at all you shouldn't worry about them yet.
Right I don’t think….limits is smth we’ve done
"As x tends to infinity, then f(x) tends to infinity" would be one way to say part of it.
For ex
This is precalc if that gives you any idea if we should have or should not have
But I missed the instructions on this assignment
Yeah limits are thing u will see in calc the
ah then i would just say this:
"f approaches +infinity as x approaches +infinity. f approaches +infinity as x approaches -infinity."
Is there a not so wordy way to write it
well this is the best you can do "informally"
note that i wrote two statements: one for the limiting behavior to the left and one for the right (which is which?)
I vaguely remember doing smth similar to it in….algebra- but I don’t remember exactly
The idea is just to describe what f does as x heads off arbitrarily far in the positive or negative direction.
Yeah often in algebra you talk about end behavior of things like polynomials or rational functions.
So if I wrote like…. F(x) -> inf, x -> [answer]?
what is "answer"
Do you think that would work?
f(x) -> infty should be the answer
with "end behavior" you want to consider what happens as x -> + infty and x -> -infty
and your answer will be the behavior of f under these conditions
And do I write it the same way for y or is f(x) y in this scenario and I can just write one thing
yeah youd write the same thing for y replacing f(x)
So f(x) for x and just x and y for y?
Does “f(x) -> inf, x -> inf and f(x) -> -inf, x -> inf” seem correct?
@sinful pier Has your question been resolved?
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- Suppose that Smartphone A has 256 MB RAM and 32 GB ROM, and the resolution of its camera is 8 MP; Smart- phone B has 288 MB RAM and 64 GB ROM, and the resolution of its camera is 4 MP; and Smartphone C has 128 MB RAM and 32 GB ROM, and the resolution of its camera is 5 MP. Determine the truth value of each of these propositions.
a) SmartphoneBhasthemostRAMofthesethreesmart- phones.
b) Smartphone C has more ROM or a higher resolution camera than Smartphone B.
c) Smartphone B has more RAM, more ROM, and a higher resolution camera than Smartphone A.
d) IfSmartphoneBhasmoreRAMandmoreROMthan Smartphone C, then it also has a higher resolution camera.
e) Smartphone A has more RAM than Smartphone B if and only if Smartphone B has more RAM than Smart- phone A.
Discrete maths question, I want to understand how to translate from logic to english better
@latent flicker Has your question been resolved?
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Can someone help me understand this problem please? Let’s say the first day arrangement is A, second day is B, knights 1 and 2 switch seats to reach arrangement C, then knights 3 and 4 switch seats to reach arrangement D. On the third day, let’s say the arrangement is called E, now, if two knights switch seats to reach arrangement C, is the seating over? Also, can knight 2 switch seats with 3 after switching seats with knight 1 on the same day given that knights 2 and 3 weren’t sitting next to each other on the same day
Also, can knight 2 switch seats with 3 after switching seats with knight 1 on the same day given that knights 2 and 3 weren’t sitting next to each other on the same day
yes
all that matters is whether 2 and 3 were neighbours on the first day
and if they are neighbours today
On the third day, let’s say the arrangement is called E, now, if two knights switch seats to reach arrangement C, is the seating over?
yes
Hmm
So let’s say F is the arrangement after 2 switches with 3 on the second day, on the third day, if we reach C or F again, the meeting would be over right?
the day you reach an arrangement that happened before the meeting ends
its unclear to me though if a knight can switch seats multiple times per day
i guess they can
right
so yes
@scarlet sluice Has your question been resolved?
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$a,b,c\in\Z$, then (\gcd(a,b)=1) \land (\gcd(a,c)=1) \implies \gcd(a,bc)=1?$
no idea where to start
tf
Nyxzore
Compile Error! Click the
reaction for more information.
(You may edit your message to recompile.)
Have you heard of Bezout
(i think it's the Z that's the compiling error)
(\mathbb{Z} gives the integers btw, same with N and R and stuff)

$1=am+bn$
$1=ap+cq$
Nyxzore
xa+y(bc)=1
yeah
Nyxzore
1/2(am+bn+ap+cq)=xa+y(bc)
1/2a(m+p)+1/2(bn+cq)=xa+y(bc)
1=(am+bn)(aq+cq)
$1=(a^2mq+amcq+bnaq+bncq)=xa+y(bc)$
this form
Nyxzore
$1=aX+(bc)Y=xa+y(bc)$
Nyxzore
\prpl[a \cdot \underbrace{(amq+mcq+bnq)}{\in\Z}+;bc\cdot \underbrace{(cq)}{\in\Z}=1]
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Can I get a hint?
It would be trivial if I had continuity everywhere
oh wait can i just limit the delta on x and thus make x close to x0
For every $\varepsilon>0$, there is a $\delta>0$ such that having $|x-x_0|<\delta$ and $|y-y_0|<\delta$ implies
$$f(x_0,y_0)-\varepsilon<f(x,y)<f(x_0,y_0)+\varepsilon.$$
What happens if you fix $x$?
Civil Service Pigeon
lol
nvm i still dont get it
I probably cant assume that the limits exist, right?
they wouldnt even necessarily exist if it was lim instead of limsup, right?
I honestly dont know what happens when i fix x
except for having fixed x
oh i think i get what you mean
ill fix x within delta of x0
then i take limsup y of that inequality ig
oh yeah i can do that since it holds whenever |y-y0| < delta, so for sufficiently small neighborhoods the inequality is gonna hold
then i have f(x0, y0) - eps <= limsup f(x,y) <= f(x0, y0) + eps
and now i can just take the x limit
that inequality holds in sufficiently small neighborhoods, so that should be okay
and then i take lim of epsilon -> 0
and im done
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Hey guys, I am a Cambridge International A level (CIE) student, giving maths P3 and M1 this may/june. Does anyone have any tips? Particularly for M1 as I do not have physics. Any notes, channels or resources would be greatly appreciated 😄
this channel is for homework help but ight
i would ask in #study-discussion , this is more for asking help for a specific math problem that you have.
Oh alright, thx
Says I don't have access to this
oh oops no worries, go over to study discussion then
you can close this channel by typing .close
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how would u proceed using complex numbers?
i broke em down in telescopic, not understanding what to do next
@ripe shuttle Has your question been resolved?
,w power series arctanh x
I'm assuming you meant partial fractions when you mentioned telescoping
since otherwise you'd be done
yes
@ripe shuttle Has your question been resolved?
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How many values of Y are possible? what does (o) mean here?
Yes..
what is the context? what tools do you have available to work with?
a pen and paper with a tiny brain
should I expand it like...x00+y0+x?
(xyx-x)/990+ (zyx-z)/990=164/99
Should write xyx as 100x + 10y + x
oh nice....
let me proceed
((100x+10y+x-x)/990)+((100z+10y+x-z)/990)=164/99
(101x+99z+20y)990=164/99
you forgot an x from the 0.zyxyxy in your sum
and I suggest you clear the denominators by cross multiplying too
as next step ofc
+x-x from first part cancels out, but there is a +x that still remains in the next term from the 0.zyxyxyx
ahha thanbks
how do I solve it?
recall that you took x,y,z as individual digits thus 0 <= x,y,z < 10 and not as any random number
so you dont have to exactly solve it, just look digit by digit
x should be 9
compare each digit of 1640 wrt the left hand side and what parts of the sum contribute to the individual digits
not really. try to work thru like I said, and youd see for yourself
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I tried to solve it but could'nt get answer in Integer form
take a look at the last digit, 0. Can you tell me which of x,y,z contribute to making the last digit of the sum as 0?
z and y
your equation was
(101x+99z+20y)=1640
yes
so you sure y and z contribute to the units place?
20y into 2
not really
20y means y shifts to tens place
10 multiple is absent
we are only considering the units place right now
no one is contributing
not really
101x?
you have 101*x which means there is a contribution of 1x in there
because it will be 100x+x
indeed
so x would be 0
similarly, theres 99z which is 100z - z
200x+20y=1640
now that we established z and x are same digits, its simplifies this a lot
indeed
is there any other possible values?
did you find any step which may have led to a second set of solutions?
i did not find any
so this makes it the only solution
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np
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guys if x+1/x = 4 then what is x^3+1/x^3
ik that we have to use (a+b)^2 formula but i dont know how to get x^3+1/x^3
well probably (a+b)^3
$a^{3}+b^{3} = (a+b)(a^{2}-ab+b^{2})$
lils ཐི༏ཋྀ
did you learn that yet
i remember that my sir used (a+b)^2 formula to solve this question but i cant remember it now
(a+b)^3=(a+b)(a+b)^2
wait ill send a screen shot of that question
the 5th question
and 7th
anyone can help?
plz guys tmrw is my unit test
im having a problem with these type of questions
use the formula for (a+b)^3
either you know it or you can find it using (a+b)^3=(a+b)(a+b)^2
no
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🥀
It's a paradox, right? Because he didn't figure the correct answer, but his doubt was resolve, right?
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$3+1
<@&268886789983436800> trolling
can you not

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high quality 
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Among the whispers and light this channel's been seized for the night
what is thine question
It high quality
we can afford to read one line of creative prose before the question gets posted
A circle passes through points (0, 0), (0, -16) and touches the parabola y ^ 2 = 8x If radius of the circle is r then what is the value of r^2/5
ghost always has a fun hook
Impossible to distinguish prose from troll
What have you tried
Blurple has asked this problem b4 I think
yeah i would like do x^2+y^2+2gx+2fy=0 (c must be 0 if goes thru origin), then sub (0,-16) to solve for f, then use the condition of tangency...
ty i will look at it
sub in y for x with the tangency thing then solve the cubic and calc the r^2... ||ik how i would do it but i dont rlly wanna cus its a lot of work-||
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Yes you dont want to ts is a cubic
what's the origina question
.
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gn
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hello
I would substitute 1+x² and then try ibp
Hmm okay

