#help-41
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yes
noice
but it takes more effort
wait,
since 11 dollars is what they gain for the club for each box
does that mean
u just do 20000 divided by 11
and thats the answer?
why 11 dollars per box?
yay
Same logic in a purer form
oh
20000 = 20*2.50*0.12*x + 5x
thats the equation
oh
Your asked to find some x number of boxes which satisfies the equation
wait,
what year are u anyways?
senior? first year, third year or etc
not studying. i do math for fun
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@median parcel Has your question been resolved?
<@&286206848099549185>
Show what you've tried
@median parcel Has your question been resolved?
The tip says to subtract .39 from 1 to get the non fair
=.61
That’s the first step it says to do @pallid canopy
Ok so there are 244 that are not fair
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✅
I’m stuck on this part @pallid canopy
you have to figure 244C20?
Yes
You have the formula right there.
Idk how to actually solve it tho
I just know just how to plug in numbers
All I know is that the answer should be a super low decimal
I mean, in place of n put 244 and 20 in place of r. In the formula you have there.
Yes, and then divide the two.
My calculator can’t fit it all
Oh don't use calculator right away.
It’s 244 X 243 X 232… until 225 ??????
$\frac{244!}{(20!)(244-20)!} ÷ \frac{400}{20!)(400-20)!}$
Sakata Yaksha
The 20! Gets cancelled first if all.
I thought it was 244-20 that get canceled first
That also gets cancelled nicely.
244×243×242...225 is the numerator for the first part.
÷ 400×399...381
Yes but when I try to do that part the number is to big for calculator
Now that's that, I can't really help in that case.
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PART (b)
(j+1)^3-j^3=3j^2+3j+1 add those equations together j from 1 to n you have (n+1)^3-1=3S+3n(n+1)/2+n. Then you can calculate S=Σj^2
There is a general way to calculate Σj^k for any positive integer k, by making a difference table ,called finite difference method or something . If you want to know this general method we can discuss it privately
👍
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Hi, for graphs such as x^(14/11), what in the world is going on at x=0? It seems like theres no stationary point there despite that the derivative seems to be 0 there, its very confusing.
I was thinking this kind of function are only defined for non-negative x
yea in this case tho the denominator of the power is odd so it ends up looking like this
help me
Okay then but not v shape
The slope will approach negative/positive infinity when x approaches 0 from left/right
oh the graph i have above is for x^(14/11)
im referring to specifically this sort of shape
where it seems like theres no stationary point but at the same time should be one
No there won’t be
oh, even though the derivative is 0 at x=0?
The derivative has no definition at x=0
Left of 0 approaches negative infinity , right of 0 approaches positive infinity
for x^(14/11) the derivative is (14/11)x^(3/11) tho is it not
Yeah
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sin^2x - sin^2xcos^2x / cos^2x = sin^2xtan^2x
Idk how to go from here
@versed pebble Has your question been resolved?
send the entire question please
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How do you use the roots of an equation, ex) I have -3+5i as one root. I can infer the second root is -3-5i. Now that I have both roots how do I write a quadratic equation with said roots.
Expand (x + 3 - 5i)(x + 3 + 5i) ?
You wrote both -
Sorry but don’t u need both of the roots too write a quadratic eq?
He edited, it has both roots now
Yeah
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test
.close
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how do you integrate by parts when you have limits? I'm unsure as to how I would go about this question:
$$\int_{-1}^{0}e ^x(x+2) \dd x$$
I can't believe you've done this
I'm fine when doing indefinite integration by parts but I don't know how the limits affect the answer
Enoo58
yes you could also just determine the indefinite integral
and then calculate the definite one
ill try using this
alright good luck
thanks
I got 1 as my answer which I think is right so thank you for the help
.close
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hi
If you have a square with side x, what is the length of its diagonal?
5.657
...where did you get that number from
As the bot said, don't open multiple channels
Even if you have any questions, you use just one channel
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what will the equation of the curve which covers the whole x-y plane?
-∞ < (x, y) < ∞ ?
Don't think so
okay, understandable
now, in addition to the whole x-y plane, if the curve also has a non-zero "z" coordinate, then what will be the equation/inequation?
that is true for all curves in x-y plane, but ok
can you even describe it as a curve then
ofcourse
everything you make in the 3d space or 2d plane is a curve. doesn't necessarilly has to be a straight line. Straight line is just a special curve.
also, this is more of a condition rather than an equation
No lol what
z = 0
The set of points that satisfy this in R^3 is exactly the xy plane
Or if you want to live in R^2
0 = 0
r^3?
@vernal stone nice serif lol
everything that satisfies this is the plane itself
$\bR^3$
𝐒𝐡𝐮𝐫𝐢𝟐𝟎𝟔𝟎
@kind oak why do you want an equation for the whole plane anyway? Cause 0=0 technically works but it’s not meaningful in any way
yeah i got that, but what is r^3? Do you mean the number of dimensions we are working with?
just curious
abs_0
yo, answer this please anybody
You mean an equation that covers the whole plane plus some stuff in 3d space?
oh didn't know we could raise the power of R in that way
R^2 is the xy plane
hm yup
okay
Look I think
it is best you look up the formal definition of what a function is
and understand it
It’s made rigorous using set theory. Specifically, $\bR^2$ is the set of all pairs $(x,y)$ such that $x$ and $y$ are in the set $\bR$.
abs_0
because i feel you dont
every value of x has one and only one f(x)?
no
Let A and B be sets.
Then the notation f : A -> B
Means f is a function that 'maps' from A to B
What this means is that f takes in an input from A. And outputs something in B
Moreover, f needs to be defined for all possible inputs from A. And only one possible output for each input is allowed
You are probably most familiar with functions $f:\bR \to \bR$
𝐒𝐡𝐮𝐫𝐢𝟐𝟎𝟔𝟎
that I already know. but if there is a third set? like the third coordinate
This is a specific class of functions.
A function always only maps between 2 sets.
$f:\bR^2\to \bR$
𝐒𝐡𝐮𝐫𝐢𝟐𝟎𝟔𝟎
You are probably thinking about this
ohkay yeah
Now, about the graph
uhhhhhh
there are various ways to define it, but in the end it is considered to be a set of points
For a function $f:A\to B$, we can consider its graph to be the set of points $${(x, f(x)) : x\in A}$$
𝐒𝐡𝐮𝐫𝐢𝟐𝟎𝟔𝟎
So if A = B = R
your typical functions you are familiar with
and f(x) = x^2
Then the graph would be
$${(x, x^2) : x\in\bR}$$
𝐒𝐡𝐮𝐫𝐢𝟐𝟎𝟔𝟎
If you haven't seen set notation like this, I also recommend learning it
i have
👌
oh, btw, how do you do these?
like i am new to discord, how do you insert maths functions?
Curves have a very precise definition already
It’s called LaTeX
how do i use it
should i call it a combo of curves?
$type maths stuff here$ You can google how to type certain stuffs if needed.
𝐒𝐡𝐮𝐫𝐢𝟐𝟎𝟔𝟎
Surround in-line equations with single dollar signs like $x = 3$, and if you want centered equations you do two dollar signs like $$\sum = 5$$
abs_0
If you can't find it on google then there's #latex-help
You can trivially find a set of curves that cover the whole plane
ok will read it
The set of all curves of the form $$r(t) = t\hat{i} + c\hat j + 0\hat k,$$ where $c$ is a real number
abs_0
now, what if we have a relation {(x,x):x belongs to R)? This would cover the whole plane right? Now, if i look at the 3d space, it covered all z=0 coordinates ofc. What if I have a non-zero z coordinate? How would I represent it in this form and how would the equation look like?
No
It would contain all the points like (5,5), (6,6), (10.5, 10.5), (pi, pi), etc
So all the points along y = x
That isn’t the entire plane
In 3d coordinates we’re working with ordered triples, like (a, b, c)
yeah
So talking about ordered pairs cannot work in 3d space
This is precisely the set R^2
when the z is non zero, the ordered pairs become ordered triplets
They don’t become anything
sir, this was when z=0
Sets are defined by you, if you say it only contains ordered pairs, you cannot just start adding a third coordinate
why, how
Look
If I have the set {(0,1), (1,0), (0,0), (1,1)}
How can you just make it contain ordered triples
You can’t
You must define a new set and use the elements of the old set to construct it
i didn't add a coordinate.
I just took another situation with locus of point (x,y,z) where x and y belong to R and z is a constant
“z is a constant”
yup
What does that mean exactly
We’re working with sets now, we need precise, set-theoretic statements
it means that z is not a variable like x and y
it has some fixed value
Right but that is vague in the context of sets
What exactly is a variable? What is a fixed value? How are they different?
Yknwo
how many sets are we exactly considering in 3dimension space?
okay, leave it
z=5 lets say
and x and y belong to R
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I learned that the order of an element a in multiplicative group Zn is the smallest t such that a^t is congruent with 1 modulo n. I wanted to write a simple routine in order to compute element orders for elements of a group automatically, but didn't find any conclusive answer on the internet that I could understand. ok, taking the naive approach of taking an element and gradually exponentiating it (for example, with a fast modular exponentiation algorithm) and then comparing to 1: how big of t's do I need to try until giving up? can t be infinite for Zn* (I know it can be for a group in general)?
Note that [ 2^t \equiv 1 \mod 4 ] is not true for any $t \ne 0$
Lance
in general, you want a and n to be coprime
Then, if $a$ and $n$ are coprime, Euler-Fermat tells us that \[ a^{\varphi(n)} \equiv 1 \mod n \] where $\varphi(n)$ is the Euler totient function. So the smallest $t$ is a divisor of $\varphi(n)$.
Lance
and φ(n) <= n is finite :)
And you can further refine that by Lagrange theorem to say t divides n
so answering your questions directly
how big of t's do I need to try until giving up?
if a and n are coprime, you will only need to check t <= phi(n). otherwise, you can just give up immediately
can t be infinite for Zn* (I know it can be for a group in general)?
yes, if and only if a and n are not coprime
only need to check t <= phi(n)
thanks. that was my baseless intuition
if a and n are not coprime
that cannot happen in integer groups, can it?
If you're talking about $\mathbb Z_n^$ then no, those groups only contain elements coprime with n. But if you're running an algorithm on the computer, you'll likely end up checking integers between elements in $\mathbb Z_n^$
Zybikron
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can someone help me with this
Dont ping right away, #❓how-to-get-help
wait 15 mins to ping..
ok
what's up
Whats the problem @young scroll
i dont know how to do it
You know how to use “<“ & ”>” operators?
no
You understand less than and greater than?
yes
2 less than 3
yes'
k
So now you see?
yeah sorta
Deep
so whats the answer
You giving test?
idk, figure it out based on how you've been helped
If you just want the answer, you're not gonna get much help
.close
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<@&286206848099549185> I really need help and I dont have that much time
You have to wait at least 15 minutes before pinging helpers
I see that but I just said i dont have that much time
smh if you arent going to help with the problem then why bother
Then why do you follow the rules of the server and wait at least 15 minutes before pinging helpers
Because I would rather get help when I have time then follow rules and not be able to solve the problem?
Either way, doesn't matter. Rules are there for a reason, follow them
Then next time, follow the rules and we wouldn't be in the kind of conversation
Or if you just mind your damn business I could have help with the problem instead of being in this conversation
Just be quiet
I would have minded my own business if you didn't ping helpers prematurely
You are not even staff or helper what does it matter
like be quiet
and mind your damn business
so i can get my problem solved
and move on with my day
you dont learn
stop talking
I don't have to be a helper. I can help if I wanted to
But your attitude kinda sucks when I told you that there are rules for a reason and you should follow them
Because I need help and I have to go in a little
And it's not really my fault that you decided to procrastinate and wait last minute to do your work where you had to prematurely ping helpers
Its not my fault either? I had to go somewhere this weekend you dont know everybodys stories buddy
Could have done the work earlier
@empty garnet Has your question been resolved?
<@&286206848099549185>
@clever saddle I think this is a kid lmfao
@empty garnet Sure you're short on time, but that doesn't mean you get special perms to bypass rules lol. The world doesn't stop for you and you're not entitled to an answer either. Everything here is charity work.
Now I got another person on me
How old are you?
Not relevant this the topic at hand, but with the math you're doing I think I'm probably older than you. i'm not up for an argument lol.
Here this can probably help you, the class of problems you're doing involves inscribed figures, good luck.
You cant say your age but you are saying im a kid
You probably are doing that type of math lol
and I know how to solve these problems I dont need a video that is not helpful
How old are you??
Then you don't need this channel if you know how to solve it
If you know how to solve it, then solve it. Should be easy as that
Good luck
I wouldn’t send that specific problem if I knew how to solve it as you can see its the last problem on the page and the other ones are solved
What age do you consider not a kid? I'm curious btw?
Whatever age I say you are going to say an age above it
Someone sent you a resource, you declined it because you said you knew how to do it. But now you're saying you don't know how to solve it?
That resource just tells you how to solve the type of problems not the exact problem
.close
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hlep
use exponent rules
eh
Just multiply it by itself if you dont know the rules
But after that look at expenential rules
so what is the answer
Calculate it
e
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,rotate
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hi,
how do I write this equation in an array
(20x+17y+14z)/(x+y+z) =18
example:
this eq x+y+z = 480
is
(1,1,1,480)
How do I know what the coefficients are?
multiply both sides by x+y+z
2x-y-4z =0?
and if the original was:
(20x+17y+14z)/(x+y+z) => 18
the sign change or stay?
2x-y-4z => 0
not enough info
what missing?
you dont know if x+y+z is positive or negative
I know x,y,z >= 0
then the sign doesnt change
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Hi could someone give me some hints on how to go about this? I tried that since bb^-1 = e then ab^-1 b = a
first, since $H$ is nonempty, there exists an $a\in H$. Then we have $e=aa^{-1}\in H$. Further, $b^{-1}=eb^{-1}\in H$ for all $b\in H$. Finally, $ab = a\left(b^{-1}\right)^{-1}\in H$ for all $a,b\in H$
One direction is straight-forward.
Denascite
Can I say that if (ab^-1)b=a then (ab^-1)(ba^-1) = e. Since a,a^-1,b, b^-1 is in H and H must be closed under the induced binary operation * then ab^-1 must be a member of H
that's the easy direction, yes
What would the other direction be?
what I wrote
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