#help-19
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thank you for your help!
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I was actually referring to [ \log_{b^n}(x) = \frac{1}{n} \log_b(x) ]
bacc the sigmašš¤
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Hey! Iām really confused how to go about this question, like I honestly donāt really know where to start and I would love some help on how to approach this.
You know how to reduce matrices to RREF using row operations, right? (Considering weāve done that before
)
Cool, and you know that carrying out a row operation is the same as multiplying by a certain matrix, right?
Yes, I kind of understand that concept
Cool, so bearing in mind each operation you carry out is the same as multiplying by a certain matrix, do you know what those matrices look like for each type of operation?
Say if you wanted to take the second row of the original and add the first row to it, what would the matrix that does that look like?
Hereās my work for the RREF and
As for this
Im not too sure, I guess would it just be the result of that operation? š
Or would it be
Like an elementary matrix
Yes, an elementary matrix, exactly those!
Iām not too sure what they are supposed to look like to be honest I just know the idea that every row operation is like multiplying with an elementary matrix š
Awwww, fair enough 
Well, there are two ways to do it, one way you might like-
Actually, would I even explain myself well 
I will try to understand !!
Anyways, we know that U should be 3x3, right? (by the fact it's invertible, so needs to be square, and that we intend to left multiply A by it, and A has three rows, so U needs three columns)
Cool, so anyways, the idea is that as left multiplying by elementary matrices corresponds to carrying out row operations, what I'm gonna do is take your RREF matrix, and augment it with the 3 x 3 identity matrix, so
Like
[
\begin{pmatrix}
1 & 0 & 5 & 5 & 1 &\bigm| & 1 & 0 & 0 \
0 & 1 & 2 & 1 & 1 &\bigm| & 0 & 1 & 0 \
0 & 0 & 0 & 0 & 0 &\bigm| & 0 & 0 & 1 \
\end{pmatrix}
]
@brittle beacon
Okay that makes sense
Now, if I do the row operations you did in reverse, I would get the original matrix A back on the left, but then I'll have a new matrix on the right hand side
But, the matrix that'll be on the right will actually be U
as before, each row operation corresponds to multiplying by a certain elementary matrix, and so we'd be multiplying R by an elementary matrix, but also the identity
So slowly by slowly, we'll build up the matrix U as we do the row operations backwards
if any of that is clear?
Like you want me to do the steps I did but backwards and apply them to both the augmented matrix and identity matrix here ?
Yep 
Like my last step was to do r3+r2 when I was getting that rref but now Iāll do that first?
And then whatever I get as the 3x3 matrix is U?
Yep, basically do all the row operations but doing them backwards, as your last step was adding row 2 to row 3, now you want to subtract row 2 from row 3 here
(this way also has the benefit of not making you have to find the elementary matrices forms, but I'll try and dig for one of those)
Ahh I see and if I did R1 -3r2 does that mean Iād do r1+3r2 instead?
Yep
if you divided a row by some non zero scalar, multiply by that scalar instead and all 
Yep, that should be U, now 
,w [[1, 3, 0], [-1, 0, 0], [3, 8, 1]] *[[1, 0, 5, 5, 1], [0, 1, 2, 1, 1], [0, 0, 0, 0, 0]]
It works 
Yes ! Thank you so much :))
So any time I want to approach a problem like this I just
Do the opposite operations and backwards
After finding the RREF form and putting a square identity next to it
Ofc the square identityās size would be dependent on how many rows the rref has
Yep, pretty much!
If instead they gave you the matrix A, with RREF matrix R, and they said to find the matrix U such that UA = R, then you could just augment the matrix A to begin with by the identity, and carry out row operations until the A gets RREFed, you won't need to go backwards and would find U instantly in that case 
So like youāre saying say they gave you
A = [1 3 11 8 4]
[-1 0 -5 -5 -1]
[3 8 31 23 11]
And
R = [1 0 5 5 1]
[0 1 2 1 1]
[0 0 0 0 0]
Then Iād just do
[1 3 11 8 4 | 1 0 0]
[-1 0 -5 -5 -1 | 0 1 0]
[3 8 31 23 11 | 0 0 1]
And do row operations
To get rref then Iād get U
Just want to be clear in case I get a question like that on the exam
Yep, if they asked the question in the opposite way, they just give you A, and tell you to find the RREF matrix R, and the matrix R such that UA = R, then you'd do it just like that, keep going until the left hand side is in RREF, and then take that as R, and take the right as U
Argh, wording 
Okay that makes so much sense thank you so much, have a great day/night ! š
You too
oh yeah, also-
These are the elementary matrices and how they should look like
Just in case you were curious on their form 
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i dont understand this
which part don't you understand?
it's a constant multiplied by some function
oh i get tit
so the first deravtive is 5x^4 -4ex^4x right
then times 4
ok i think i get it now
can you help me with one more?
No need to ask āCan I askā¦?ā or āDoes anyone know aboutā¦?āāitās faster for everyone if you just ask your question! See https://dontasktoask.com/
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this was wrong. Im a bit confused as to why
Try differentiating ln(xy) again
I differentiated lnxy by doing 1/(xy) times dydx but my teacher told me that was wrong
Did you use the log rule or chain rule
Log would be ln x + ln y
Which gives 1/x + 1/y * dy/dx
Honestly in general i do not understand chain rule
like i understand what it means for āa function to be inside a functionā but it seems arbitrary as to when that applies to differentiating
does it only apply when something is to the power of something??
but i thought the derivation of lnx was 1/x
why does this not apply
The derivative of ln x is 1/x
But
The derivative of ln u for any u
Is uā/u
The derivative of the inner function over the inner function
my friend told me this is correct but i dont understand what she means by āthis is bc of chain rule!ā
why is this?
Because u is a substituted function, whereas x is 1 variable
differential of ln(f(x)) = f'(x)/f(x)
it's actually the exact same thing for ln(x)
if f(x) = x, then f'(x)/f(x) = 1/x
Differentiation of ln(x) = 1/x because it's the differential of what's inside the ln, which is just 1, divided by the actual function inside the ln, which is x
If you make u = x^2, then if you differentiate ln(u), it should make sense that it's not gonna be 1/u
Because if you substitute it back out, you're saying that the differential of ln(x^2) = 1/x^2, but it would actually be 2x/x^2, which is 2/x
@signal rampart Has your question been resolved?
im sorry, i dont know what you mean by substituted function or variable
well i know what those words mean on their own but i dont understand the connection from those to here
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Any tips to find the roots of this equation? I tried isolating the exponential functiom and using logs but it just becomes a mess
@fallow wagon Has your question been resolved?
do you need to find the answer analytically?
i need a value for x
i need to prove that the equation has 4 real roots
well you could always use numerical methods lol
how?
any one of them works, look for the bissection method
but tbf i think there's something wrong with your solution
mainly on step (4)
the log one
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I need help with this
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Help me understand pls
Wow very hard question
I understand we must use the formula, but why can't I use my method?
what's your method?
that's right too
but using the difference of cubes formula gives you the answer in a single step
I didn't get the right answer though, miscalculation?
wait
Why not?
(x+y)(x+y)(x-y) ā x³ - y³
Oh shit
x³ - y³ = (x-y)(x²+xy+y²)
use this formula
and it cancels out the denominator
I understand this formula must be used but, can I get even more barebones, yfm?
it's a prove sum
Like I don't wanna remember that, I'd rather do the bare bones shit n build up
bro doesn't want to remember formulas šš
My understanding was this:
I did (x+y)(x^2-y^2) and I though "Oh difference of squares", so I went deeper and said (x+y)(x+y)(x-y)
you might be able to do polynomial long division
yo Bryan can u help me jf my answer correct, LAST that's my last request
sure
It makes sense w/ distributivity, but I don't trust myself to remember it type shit so I'd rather go all da way to step 1
Can you point out the flaw in my thinking?
Ok I hear ya, I'll do that
I feel you
Imma do that, ty
But can you answer this last Q for me please?
I was trynna go deeper
Like go from cube to square to everything one
yfm
Nah, just stupid
Yes exactly
It doesn't go down to ^1 ey?
It still a cube type shi?
Yk what ima continue w/ the exercises and see if I can fill in the gaps myself, if not I'll hyu
Thank you for the help + time though bro, I appreciate it
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this graph is wrong, right?
it should be f(x) against x
the piecewise function graphed is f(x) not y. Also, dy/dx wont exist if y looked like that, its not differentiable
also
y(0) = 0
hi guys i am new here
wrong chat brev
@limber cove Has your question been resolved?
right?
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is this doable without using series
nope i was wrong
@mystic saffron Has your question been resolved?
<@&286206848099549185>
What question
this
Uhm
Do you just need a yes or no?
Alright so there is no need to apply variation of parameters, as it doesnāt suit this problem
alr
No problem
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Can anyone help me with a question about data analyze
cant be 100% sure but B seems like better option
yep sure b
@white dagger Has your question been resolved?
It was A š, but I got it right
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Help
what is fg?
f(g(x))
derivative of fog
putting value 9 gives 59
shhes saying this
its 2/3
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pls help is the first answer choice right thats what i chose but idk
only have one try left
no
dang
!nosols
As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.
it's over lmao
right
@mystic saffron
wtf @mystic saffron don't you even know zeroes of polynomial
idec ab math twin
@mystic saffron yes y = x . (x-4)
tyy
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for LDU factorization of a matrix
i saw that
mb :(
https://bit.ly/PavelPatreon
https://lem.ma/LA - Linear Algebra on Lemma
http://bit.ly/ITCYTNew - Dr. Grinfeld's Tensor Calculus textbook
https://lem.ma/prep - Complete SAT Math Prep
if you are interested
oh yea is it okay if you explain to me the purpose of LU decomposition?
because wouldnt you solve the system finding U anyways?
These decompositions usually have nice properties that tend to crop up later
a lot of them are nice for inverse problems
so usually you can assume they're useful by virtue of being named
so its not for solving for the x vector right
I think it has applications for solving linear systems, yea
I just know of the inverse application off the top of my head
like the linear system application isnt the important thing
but its mostly for the inverse application
mostly isnt something I would say
They are just tools I mean is a hammer mainly useful because it can hit nails
in a intro linear algebra course, yea you're probably interested in the systems
but maybe inverse too idk 
but if you are looking at an inverse problem, that isn't going to matter to you
etc etc
you can just create D from either, IIRC
so it can kind of depend on the class and what definition youre using
,w LUDecomposition[ { {2, 4}, {4, 11} } ]
i guess we have to do some work 
well, this is better left to you, maybe
you can leave it like that
i'll tex it for you
so i have [ {1, 0}, {2, 1} } ] [ {2, 0}, {0, 3} ] [ {1, 2}, {0, 1} ]
$L = \mqty( 1 & 0 \ 2 & 1 )$ and $D = \mqty( 2 & 0 \ 0 & 3 )$ and $U = \mqty( 1 & 2 \ 0 & 1 )$
jan Niku
thats the right answer right?
yea
on the first
I have something you can try
assume that X is symmetric
so say like
$X = \mqty( \uparrow & N \ N & \downarrow )$
jan Niku
$X = \mqty( \uparrow & N \\ N & \downarrow )$
jan Niku
and we say $L = \mqty(1&0\\ \ell & 1 )$ and $U = \mqty( 1&u\\0&1)$
jan Niku
oh, and $D = \mqty( D_1 & 0 \\ 0 & D_2)$
multiply it out
$X = \mqty( \uparrow & N \ N & \downarrow ) = \mqty(1&0\ \ell & 1 ) \mqty( D_1 & 0 \ 0 & D_2) \mqty( 1&u\0&1)$
jan Niku
we dont have to go too crazy
$LDU = \mqty( D_1 & D_1 U \ \ell D_1 & \ell D_1 U + D_2 ) = \mqty( \uparrow & N \ N & \downarrow )$
jan Niku
$LDU = \mqty( D_1 & D_1 U \\ \ell D_1 & \ell D_1 U + D_2 ) = \mqty( \uparrow & N \\ N & \downarrow )$
what do you notice
$L = \mqty( 1 & 0 & 0 \ \ 4 & 1 & 0 \ \ 0 & 1 & 1 )$ and $D = \mqty( 1 & 0 & 0 \ \ 0 & -4 & 0 \ \ 0 & 0 & 4)$ and $U = \mqty( 1 & 4 & 0 \ \ 0 & 1 & -1 \ \ 0 & 0 & 1 )$
pain
depresso
lmfao
is l D1 = D1 U ?
yea
and whats D1 
first entry
yea
which is 1
no
no
$LDU = \mqty( D_1 & D_1 U \ \ell D_1 & \ell D_1 U + D_2 ) = \mqty( X_1 & N \ N & X_2 )$
jan Niku
$LDU = \mqty( D_1 & D_1 U \\ \ell D_1 & \ell D_1 U + D_2 ) = \mqty( X_1 & N \\ N & X_2 )$
oh X1
x1*U
alright
which is equal to what
we can just start reading stuff off, is what i mean
and assembling results
if you try to do it all in your head you might get a little mixed up
but its very straightforward
the main thing we wanna see is that $\ell D_1 = u D_1 = N$
jan Niku
then what do we know abbout L and U
wait how does x1 * U get to N
we get 4 equations from a 2x2 matrix equality
each entry-wise
$LDU = \mqty( D_1 & u D_1 \ \ell D_1 & \ell u D_1 + D_2 ) = \mqty( X_1 & N \ N & X_2 )$
jan Niku
so, yea, you can just sit and read off everything
but, the important part
u = l
so what do we know about L and U?
is the answer that L and U just flipped along the diagonal?
transposed ?
yea, so L^T = U
and U^T=L
yea
is this for any m x m matrix
you feel comfortable using symbolab?
oh wait this is only the case for LDU not LU right
we could always try ...
i didnt do any crazy math
yea
$X = \mqty( X_1 & N \ N & X_2 ) = \mqty( \ell _1 & 0 \ \ell _2 & \ell _3 ) \mqty( u_1 & u_2 \ 0 & u_3)$
jan Niku
now, we want symbolab
or, maybe you want to do the 3x3 case for LDU
see if it holds true
we definitely want symbolab
hmm how do i input this
$\mqty( X_1 & N \ N & X_2 ) = \mqty( \ell _1 u _1 & \ell _1 u_2 \ \ell _2 u _1 & \ell _2 u_2 + \ell _3 u _3 )$
jan Niku
maybe not so easy 
I don't think youre allowed to use it
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The equation used here is much larger than the actual question being asked, sorry in advance. I'm not in a place where I can edit LaTeX easily.
However it provides an example of my question. There are various uses of summation and product where the variable D is used in the bounds. Is there any way to inverse this, as in, if I were to write the inverse of this equation in terms of D?
This is my first time doing this, so sorry if I did something incorrect. Please tell me if I did.
Also how do you edit LaTeX in a chat? Sorry
Can't answer anything if you don't define variables
Got it so put simply
$y=\sum^x_{n=0}(f(n))\Define in terms of x.$
Is there any way to invert this, like as x= instead of y=?
Qwertious
Not generally no
So there's basically no way to get the inverse of a calculus equation? I need it to be like x^2 and sqrt(x), where you provide the output for the equation and you receive the input
There's zero calculus here
What is "it" that you need to be x^2 or sqrt x
I'm just referring to the fact that they are inverse, where if f(x) = x^2, then f(2) = 4. Whereas the opposite is true of g(x) = sqrt(x), f(4) = 2.
I figured there had to be something like that for summation and product. The reason I need it is for a code snippet I am making, and I just need to be able to provide the outputs of the equation and get the inputs back.
@haughty granite Has your question been resolved?
Yes inverting functions like x^2 are easy
Inverting functions like 1 + 1^2 + ... + (x-1)^2 + x^2 is harder
So unless you provide a very simple f(n), it's unlikely to find an inverse of y
,w sum of first n^2
E.g. when f(n) is n, n^2, n^3, it's doable
What about product? Like $\prod^x_{y=0}(z)$?
Qwertious
Even without simplification, there's no way to write
$a=\prod^x_{y=0}(z)$, in terms of x
?
Qwertious
I see that, but I haven't found how it relates to products
Or in what way it could be used to construct an inverse
It seems to only take one input where products take three, and doing some quick research haven't found anything about their connections with products
Or I'm an idiot, because apparently I am
I just figured out that, yes, the product I showed is very close to the factorial function, but there's a bit of a difference that I need that I don't think the inverse gamma can deal with
Okay I'm sorry for keeping on changing the equation, but I think what I'm really asking for is this:
$a=\prod^x_{y=0}(z-x)$, in terms of x
Qwertious
I don't think inverse gamma can deal with this, but I could be wrong
I'm going to close this for now but I know more about what I need now, thank you for your help
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Given 3 points, A, B, C
What does it mean by altitude through B in the triangle ABC
is it a line passing through B, that is perpendicular to AC?
The altitude of a triangle is the perpendicular line segment that extends from a vertex of the triangle to the side opposite that vertex
so is B the vertex?
I get the concept, it's just the wording that I'm not so sure about
yes, b is the vertex in this case
Yes from B to AC perpendicular line
ah fair enough, thanks!
this is half correct, it's not just passing through, it's ending at b
so yeah :]
wait, why do they say "through" then?
hmm, ur right about the wording on that one, usually the altitudes are contained within the triangle though afaik? lemme look up the definition for you rq...sorry if i was misleading š
Nah, that's fine hahaha
It's the test that are usually confusing
I thought I got away with english after choosing maths degree lol
If the figure is extending it can be through as well, important point is it will be perpendicular to AC
okay, they're not always contained, but often appear so, just go with the wording on this one
thank you for the correction!!
Also altitude is height of triangle so it will not pass through AC
But I can't see the figure for their question
yeah, fair enough
there was no figure, it was just words
I'm just looking to find the length of that altitude
so I'll probs use projection
-Thunder```
alrighty, good luck!!
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How can u definitively know this has more than 1 solution without using like desmos
Please don't occupy multiple help channels.
if a < b and g(a) < 0 but g(b) > 0 or g(a) > 0 but g(b) < 0 then theres a solution in [a, b]
!1c
Please stick to your channel.
for example g(1) < 0 but g(10) is definetly > 0 so there exists a solution in (1, 10)
but g(-2.5) > 0 so theres a solution in (-2.5, 1)
so we now know theres atleast 2 real solutions
a way to intuitively prove this is that if we have a point a < 0 and b >0 then there must be a line connecting those 2 points, thus passing through y = 0
@muted scaffold
The function has to be continuous too
well yeah but g(x) is obviously continuous
I meant that they should know this for other problems
oh okay
can the number be negative?
Oh ok thanks
Thats
A nice method
You could just put g(x) = 3 , you'll have three solutions which means it's not injective
oh yeah i completely forgot
Your method is good too, it'll definitely be useful in the future for him
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Help me spot the mistake I made in this problemā¦. Itās from binomial distribution
P is supposed to be 1/3
are you allowed to use a calculator or do you have to do it by hand?
isn't it (1-p)²?
the third step from the bottom
Calculators allowed āŗļø
highly recommend doing 2nd -> dist -> binompdf then
if you have a ti 83 or 84
Only simple calculators my guyā¦ā¦ š„²š„²
oh
you're ignroing me
š
here's your mistake
Nah bro⦠I cancelled 2 from LHS
it's (1-p)² on lhs and (1-p)ⓠon rhs
you're cancelling out the entire term
so it's (1-p)²
Yes
Ooooh so 1+p^2
consider it (1-p)² and here's your answer
Thanks bro
it's jsut a minor mistake
you're welcome š«
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evaluating LHS and RHS limits
How do we normally go about doing this?
when x -> 1 from the left, then f(x) = (x-4)/|(x-1)(x-2)|, and it could help knowing the sign of what's inside the absolute value
to find the limit of f(x) when x approaches 1 from the left hand side
you have to find what f(x) is equal to when x is close to 1, but not equal to it
AND x is on the left of 1
(if we're looking for the LHS limit)
if it's very close to 1, both LHS and RHS would just go to infinity
oh wait, it would be negative infinity since numerator would be -
yes that's one way to do it
since the denominator always goes to positive 0
and the numerator is negative
LHS and RHS both go to -infinity
can you give an example of when the LHS and RHS limit is not the same? I'm not familiar with one
1/x
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he made a mistake?
i only know it can be < or <=
dim W is not a set and neither is dim U
yes it's either $W\subseteq U$ or $dim(W) \leq dim(U)$
rafilou is not not born in 2003
one implying the other
i see
ty
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how can i express this in terms of x?
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.help
Commands:
- clopen:
.close,.reopen - consensus:
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GUYS GUYS GUYS
VERY IMPORTATNTNTNTNT
im SO GODDAMN CLOSE
volumetic flow rate is -0.098175m cubed per second
average velocity is 12.5 meters per second
reyrolds number is 1250000
YESSSSSSSSSSSSS
GUYSSSS
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You can say that x² + y² = 32²
Then substitute x or y and differentiate
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am i right in thinking that for $$s = {x|x = 1/n ,n=1,2,3...}$$ the limit set is empty? because there are always many real between the elements of s so there will be a deleted neighbourhood that contains non of the values of S, only members of R not in S
lewis_f04
i guess that the point im confused about is 0; 0 has elements of S that get arbitrarily close to it. however, there are elements between 0 and these arbitrarily small points in S that are between them and not in s. Can limit points contain in their neighbourhood an element that isnt in S?
@spark saffron Has your question been resolved?
<@&286206848099549185>
yessir
whats your questions
hmm
i dont think the limit set is empty
since as x āā 1/n gets closer and closer to 0
if x is in the limit set, the neigbourhood of x can contain elements not in S?
yes
ok, so because the elements in S get close to 0, the is an element of S in 0s epsilon neighbourhood, and regardless of wether there is an element in this neighbourhood that isnt in S, 0 is still a limit point?
exactly
perfect thank you so much!!
very nice
np
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Ace Machine Works estimates that the probability its
lathe tool is properly adjusted is 0.8. When the lathe
is properly adjusted, there is a 0.9 probability that
the parts produced pass inspection. If the lathe is out
of adjustment, however, the probability of a good
part being produced is only 0.2. A part randomly
chosen is inspected and found to be acceptable. At
this point, what is the posterior probability that the
lathe tool is properly adjusted?
nvm
.close
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i need help with basic maths, where does 1560 come from?
,calc 30 * 52
Result:
1560
they put the two fractions over a common denominator
the radical should also be longer to make it clear what its covering
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Can somebody help me with finding m so that f(x) can exist
@mystic saffron can help
I know that whatever is under the radical needs to not be negative
it says already that f: [0, +inf) so you do not really need to work on that
the fact that f is defined on the interval [0,+inf) means that x is positive but the equation can still be negative for some values that m can take
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Someone help , what do i do
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I just need someone to solve this and explain because how Iāve solved it so far Iām getting the wrong answer
My work so far
,rotate
if you just need an answer plug it into a system of equations solver online
on the right most 20x + 15y + 35z the addition is wrong
and the minus -23 * -21 is not 231
where did you get the -80 above -231 from
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Related Rates Problems:
a pebble is dropped into a pond and the ripples form concentric circles. the radius of the outermost ripple is changing at 1 ft/s. at what rate is the area changing when the radius is equal to 4
is the answer to this one just 8pi ft/s?
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Hi!
I'm a little confused with how to draw vector diagrams
Ignore the scribblings over it
From the question, if the wind is blowing due east, why doesn't the arrow start on the positive x axis?
Why does it start on the negative x axis?
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I closed the last one
are you expected to use L'Hopitals?
what if we multiply by the conjugate then use the property that lim x-->0 (1-cosx)/x=0
didn't work it out, just my first thought
idk this
I haven't learned that property
what can I do?
Hint: 1-cosx=2sin^2(x/2)
?
$\lim_{{x \to 0}} \frac{2 \sin^2 \left( \frac{x}{2} \right)}{x^2 \left( \sqrt{\cos x} + 1 \right)}$
Samuel
Are you here already?
yeah
Ok now we separate in 2 products
First 2/(sqrtcosx+1)
Multiplied (sin(x/2))^2/x^2
Correct?
mm yeah,so 1?
Wait
We have x^2 in the denominator
Not (x/2)^2
We need to add this in the numerator and denominator and rearrange
i got an answer working it that way, not sure if it is right
why?
they need to be equal
Multiplied
ye
So u have the first one
1
1/4
That is the final answer yes
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this is stats: how do i solve the first question, usuign the graph: The Wall Street Journal reported some interesting statistics on the job market.
One statistic is that 40% of all workers say they would change jobs for "slightly higher
pay." In addition, 88% of companies say that there is a shortage of qualified job
candidates. Suppose 16 workers are randomly selected and asked if they would
change jobs for slightly higher pay. What is the probability that nine or more say yes?
What is the probability that three, four, five, or six say yes? If 13 companies are
contacted, what is the probability that exactly 10 say there is a shortage of qualified
job candidates? What is the probability that all of the companies say there is a
shortage of qualified job candidates? What is the expected number of companies that
would say there is a shortage of qualified job candidates?
thats the grapgh
this si the question, i need helpsolving the first question attatched
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yeah using chatgpt for math is whack don't use it if possible
just saying, you shouldnt use chat gpt cause it may get some stuff wrong
you know the quadratic formula @supple bluff ?
cool, so the roots are symmetrical on either side of the vertex right
so the +-sqrt(...) stuff is really telling you where from the vertex -b/2a that the two roots are, if that makes sense
so if you know the quadratic formula, you basically know the x value of the vertex.
only other thing you need is the y value for vertex form, so you can just get that by plugging in that x value f(-b/2a) to get it
that make sense? In the end it's f(x) = a(x+b/2a)^2 +f(-b/2a)
try to work through an example or two here and I'll help
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Without knowing more about the function, -1 is a good guess for the average.
-1 is the average if we can assume it's sinusoidal
yeah it is, thanks
midpoint between the max and min
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how can i solve this question using long division: (x^4 - 15x^3 + 2x^2 + 12x - 10) Ć· (x^2 - 4)
im just confused cauce when im doing it i have to subtract -4x^2 from -15x^3 or im doing something wrong
Yep
Whats the issue
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How to integrate Ae^(-a2x²) from -ā to +ā where A and a are constant
It is from chemistry stuff.
you could have a look at how that's solved, I believe it's a special case called the gaussian integral or something
I can't think of an elementary way to solve it but I've only gone partially through calc 1 and 2
I heard e^(-2x²) integrated from -α to +α is ā(Ļ/2)
But this one has an extra a
Does it go with the 2 in the denominator?
I think it's /a
Outside of the root?
inside the root
It makes a bit of sense to me.
you can input it into here if you want
Solve definite and indefinite integrals (antiderivatives) using this free online calculator. Step-by-step solution and graphs included!
Is there a page with derivation of this?
not sure if this is exactly what you're asking
this should show the derivation of a similar kind of integral
and I assume you can apply the same concepts over
otherwise you could search up the exact integral yourself
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y/y+2 is it possible to decompose this fraction
decompose how?
like split the fraction
Wdym
huh
Like 1-2/y+2
y = (y + 2) - 2
how did u arrive at that value
because (y + 2) is the denominator, and adding then subtracting the same number doesn't change anything
so basically (y/y+2) - (y/y+2)?
,, \frac y{y+2} = \frac{(y + 2) - 2}{y + 2} = \frac{y+2}{y+2} - \frac 2{y+2}
cloud
ah so its something like fake numerator smth (idk if that's the right term)
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i got a permutation question its easy but my dumbass cant
,rccw
its the total no of ways which is 6 factorial minus 5 factorial right when i consider2 ns as 1 letter
but i get 600 as answer which is not in the option
anyone??
Can someone please help me with my math work.
@shell cypress Has your question been resolved?
No
40
@shell cypressthey mean 100
How can you guys explain
because there's 3 A and 2 N, so you get your 600 permutations have 6 repeats of each
and they want to count them once
Answer given is 40 but idk how u get to that
So when there's repetition I divide right?
Ya I forgot
Step 1: Total Permutations of "BANANA"
The word "BANANA" consists of 6 letters where the letters are not all distinct:
B: 1
A: 3
N: 2
The total number of permutations is given by the formula:
Total permutations=p (n!/p1! * p2! ...*pk!)
Where n is the total number of letters, and p1! p2! ...pk! are the frequencies of the distinct letters.
so this is how u get it right
oh okay divide by 12
yes
thx a lot
ya i am on a grind i will prob ask more questions later cause the text i am using dont have a solution to the problems
what's 6*5*4 i don't get it
that 6factorial divided by 3 factorial and the 3factorial in 6factorial gets cancelled
so all left is 6 multiplied by 5 and 4
okay yeah makes sense
sohow do i close the channel
type .close
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I need help with doing this question
I get how to evaluate
but with the method I am using
it doesnt give me staright forward awnsers
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how do you do this
What I do is write down what's 5 mod 40, 5² mod 40 etc
56 can be written in factors like 56 = 8 Ć 7
Or 56 = 14 Ć 4
Idk how this helps though
well 5^56 is clearly 0 mod 5
now find what 5^56 is mod 4, that should also be easy
so then it must be either 1 mod 8 or 5 mod 8
writing 5^56 = 25^28, you can figure out what it is mod 8
then just combine the two congruences
for instance, you have 5k where k is an integer cause 0 mod 5
how is 5^56 0 mod 5
...........
Ok idk how that helps answer the question š
you need to revise basic basic properties of modular arithmetic
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if you don't know that if you have $5^{56} \pmod 4$
cause $5 \equiv 1 \pmod 4, 5^{56} \pmod 4 = 1^{56} \pmod 4$
higher's secret twin brother
or it might be that you're not aware of the Chinese remainder theorem then
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what bacc said is by far fastest in this case
5 25 125 625 3125
mod 40
5 25 5 25 5
so the even powers are all 25, so the answer is 25
just a very fortunate case
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Proof of lamiās theorem
Thatās really impressive
donāt worry k im here for you brother
What should I do
How do I manipulate the parallel lines
Or get the angles of the three vertices of triangles in term of alpha, beta, and gamma
Idk
š
@narrow crypt
What if he wanted to find the work done for just one slice? How would this change?
One slice?
One slice is just one dy
U donāt have to integrate thatās all
Itāll just approach zero
Hold up so you mean like this
Can u help me prove lamiās theorem plz
How do u define āone sliceā
Like what is the depth of one slice
Idk man
oh I guess it would just be delta y and then I donāt specify
So you would say itās this
M = density x volume
If 1000 is the density of ur liquid
And width x length = 2
Then thatās correct
Ok love you
Can u help me prove lamiās theorem
<@&286206848099549185>
@narrow crypt Has your question been resolved?
@narrow crypt Has your question been resolved?
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Hello I got 3 on math test
thanks very much for all your helps šš»
hardest exam in college 
š«” welp lets hope this doesnt go south too quickly
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