#help-10
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Idk
Ur so cool
I think he's cooler than you think he is
Yes
Did I get it right frfr
I forgot to send the question
Stuff
Idk Abt the second one
Boys, one at a time please
Plz help
They're both ascending at the same rate but at 4 seconds in the hot air balloon is 4/2+4=6 meters high, which is higher than the blue baloon at 4 seconds in
what the fuck
It's like 3 screenshots worth an explanation
Will send
Brb
Its so slow
SEND
BRO
PLZ
@timid silo
??? It says you got it right
Second one?
You only sent one question
Ah dangit, I missed that
Indeed they're both ascending at a speed of 1/2 meters per second
@honest flicker Is that it?
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Write the following as powers of 2, 3 or 5: 25 x 5^-4
Yes
Yeah
Yeah
thanks man
Np
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@flint egret Has your question been resolved?
recall euler's formula:
$e^{i \phi} = \cos(\phi) + i\sin(\phi)$
artemetra
use it to simplify your denominator ($e^i$)
artemetra
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Could someone validate if my proof for this problem is correct?
thank you, i will try working with that
This is what I got for part a and b:
@hard minnow Has your question been resolved?
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hi
how many ways there are to place 25 identical cookies into 7 distinct jars such that exactly 2 are empty
my method --
j1+j2.......+j7 = 25
j1 = j2 = 0
j3+...j7 = 25
ji >= 1 , i = 3,4,5,6,7
hence x1+x2+x3+x4+x5 = 20
but idk how to solve ahead.
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oh , i am sorry
For the first part you are only considering one case of 2 jars being empty
j2 and j3 could be empty while j1 and j4,j5,j6,j7 have cookies aswell
okay , so i multiply final answer by 7c2
yeah
but how to get to final answer?
Im not exactly sure what you are doing for the 2nd part. To start though you can 1. ignore the other 2 jars (seems like you did that) and 2. consider that each of the 5 remaining jars can have min 1 cookie max 21 cookies
yee
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Is this dealing with derangements?
no need for derangements (but yeah you're essentially couting number of derangements/n!)
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try dy/dx is 5
Idk how to do that
Can you write down for me so ik
I’m so new to this
I mean it would be easier if u looked it up i am sure there are many videos explaining it.
Can you write down
I work better with one example
Then I can figure out rest
@coarse vault
this problem is very long. https://www.emathhelp.net/en/calculators/calculus-1/implicit-differentiation-calculator/?f=x^2%2By^2%3D(x^2%2By^2-5x)^2&type=x&px=0&py=1
The calculator will find the first and second derivatives of the implicit function x^2 + y^2 = (x^2 - 5*x + y^2)^2 with respect to x at (x, y) = (0, 1), with
@hybrid pagoda Has your question been resolved?
why do you wnat y^n
Wdym
once u get y' u must differentiate again using implicit
y' = -9x/8y so use quotient rule to find y''
Why twice
you're begin asked for y''
(the second derivative)
(which is the derivative of the first derivative)
Hmm
It says it’s wrong
what are you getting? show your work
no
What i do then
you're not differentiating -7x/y properly
differentiate it properly apply appropriate rules
like quotient rule and chain rule
Yes
But idk what to do
If there’s a y value
Because I don’t think you can just simply substitute it in like you’d do with an x value
the same thing you did when finding the first derivative
chain rule
or the derivative of y is literally the derivative of y
y' = y'
d/dx y = dy/dx
you're not applying quotient rule properly
How
list your
f
f'
g
g'
yes
and use those in
I did
Wait
its still wrong
pay close attention to your expressions
I did
what is f
what is g'
and from that what is fg'
^
^
-7(dy/dx)
no way it’s y’
no, that's not the issue
What’s the issue
-7x = f
That multiplied it beside it right
Ok I did
and what did you end up writing
no
f
don't skip ahead or overthink
okay
you'er way overthinking this
It’s y’(dy/dx)
Yes
literally just write those two things being multiplied together
7y’
no
yes
f(g’) = -7(y’)
no
HOW
f isn't -7
😵💫
?
wdym fill the inside
Don’t you replace the x with a bracket
no?
ok
-7x * y'
is the product of -7x and y'
Alright
yes
ok
now note that you have an expression for y' or dy/dx from earlier
no
ok I gave up now
you need to review your algebra
yeah I’m dropping calculus
Because I’m sure it’s -7+7xy’/y
if it’s not right than prove it
$\frac{a + b}{c} \redneq \frac{\frac ad + b}{\br{\frac cd}}$
ℝam()n()v
$\frac{-7y + 7xy'}{y^2}$
ℝam()n()v
yes
Ok
@hybrid pagoda Has your question been resolved?
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Help Me
probs easiest to write all in polar form first, then calculate the fraction
Exponential Form (same thing)
How do i do the exponents s**t
first find the magnitude
Then divide the complex number by the magnitude and use the unit circle to find what the argument is
Ight the exponent will be. i and a degree so idk how to add the expentn to that
So just multiply
e^(a + b) = e^a*e^b still
for example like i can get an expenent of 4(i25degreee)
yeah
(e^a)^b = e^(ab) also
lol
np
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Hi i need help
you make the function equal to 0 @forest sinew
yes
i got 4 for the numerator
but for the denominator.. would i get the same answer by solving the bottom as a whole comapred to doing it seperately?
@forest sinew
@dull quartz Has your question been resolved?
sorry gary 1s
@dull quartz Has your question been resolved?
@dull quartz sorry, i fucked up my hand on a screw on my desk, are you still around?
yes im on 3ii now
right, so if you check the sign of f' in between critical points it will tell you the answer to this Q
what, f(x) should only be 0 at 4?
how did you do it?
sorry, youre right, my bad
0 4 12
it shouldnt always be decrease
in should be decreasing between 4 and 12, i think
you just plug in any value
if you wanna check the region between 0 and 4
try 2
or 3
well you know where the roots are
theres 4 regions then
negative, between 0 and 4, between 4 and 12, and bigger than 12
you gotta check one value from each region
gary im goin to bed
i posted to let other ppl know to please check in here
do you have any last minute questions
@dull quartz
i get math error....
@dull quartz Has your question been resolved?
@keen garnet
Why ?
wym
Why did you ping me
i need help
Read the rules
Ok
I need help
isn' t the critical point for the function just 4?
yes and 0 and 12
how did u get those?
don't u have to solve f' as a whole?!?!?
wym
set num and denom to 0 and solve for 0
like just multiply both sides by the denom and you'll be left with x-4=0
exactly
like i don't understand why you would set them both to zero seperately
but you got to do it both to num and denom
oh
idk either
okk
but i think ive done it
can you help me with 3iii?
like idk what its asking @chilly fjord
i think you check whether the function is increasing or decreasing
llike exactly the same as for First deriv test?
which i think is second
second is about concavity
so if f''(x)<0 then i think it is minima
haha
i've got a midsem in 2 days and a final in like 3 weeks
damn you joined today too
calc questions are cursed
and now your helped ppl with assignemnts?
i didn't help anyone lmao
your trying to help me *
trying yeah lol
my brain has been scrambled
bruh XD
how do you create a help channel ?
thanks
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help a) please idk how to start
do you know the equation of a circle ?
@clever oasis Has your question been resolved?
<@&286206848099549185>
@clever oasis Has your question been resolved?
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S semigroup
@timid silo Has your question been resolved?
Associativity suggests that a * (a * a) = (a * a) * a, use the property of your semigroup to that equation
any idea>
?
Still can't think of anything
abc = abc
so acabc = abcac
ie (ac)abc = abc(ac) which implies abc = ac
from where are you getting the second line
a = aca and c = cac because in this semi group, a² = a and c² = c
so from aba you deduce aaba = abaa so a = aba
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Probability question: we had a question about something game-related. Assuming projectile has a chance of p% (in the particular case it's 24%) of causing a particular effect. Then what is the chance of 3 projectiles causing the effect? I was sure that because the question would be p1 causes effect or p2 or p3. So because it's an OR we add the probabilities, I suggested the chance of the effect being caused would be 3*p%. Somebody else though, suggested it is (1 - (1-p%)^3) because the chance of no projectile causing the effect would be (1-p)% (chance of projectile not causing effect) and 3 times in a row of that happening would be that to the power of 3 (since it's an AND, so the probabilities are multiplied). Which solution is correct now? The problem is that both variants yield completely different results (something around 75% vs something around 55%). I'll try to make a quick write-up of the events.
what happens? predicate chance
proj. causes effect A p%
proj. doesn't cause effect ~A 1-p%
at least 1 of 3 proj. causes effect A | B | C 3p%
3 proj. don't cause effect ~A & ~B & ~C (1-p%)^3
~(3 proj. don't cause effect) ~(~A & ~B & ~C) 1-(1-p%)^3
(equivalent to at least causes it???) <=> A | B | C
(DeMorgan)
@onyx dust Has your question been resolved?
the somebody else is right
"it's a OR so we sum probabilities" doesn't work
the proba that none of the projectiles touches is (1-p)^3
so the proba that at least one touches is 1-(1-p)^3
if you could just sum probabilities like you did, you would find probabilities over 100% almost all the time
you would flip a coin twice and have 100% of having 2 heads but also 100% of having two tails
it wouldn't have any meaning
but wasnt there a addition rule for probabilities when they're connected by OR?
oh i see 🤔
so the 72% (= 3 * 24%) do include the fact that all projectiles may have caused it or only 2 of them
so you said that 1-(1-p)^3 is correct
which should mean that 1-(1-p)^2 (lets consider only 2 for now to make formula easier) should be equal to p + p - p^2 right?
ah yeah, which seems to be the case
forgot to reverse the plus/minus of p²
alright, thanks
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I’m stumped on the last question, could someone’s help me please?
Two diagrams I have drawn so far.
@timid silo Has your question been resolved?
<@&286206848099549185>
Try solving it first in terms of theta, what expression do you get for a?
Is this where i equate both to eachother(once I have fully resolved the right side) and sub in the identity to try get the answer?
First can you do the trig identity for sin(theta+60) ?
Then 4 left hand side = right hand side
And solve for thetas on one side
Oh ok I'll do that
I got to here but can’t seem to see what I’ve done wrong
Ohhhhh nvm
I found out
Still ain't getting it
Ohhhhh wait
I know
I forgot the g
Got it, thanks. @eager niche
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So how I can do that
Hmm so :
- not ( P and Q) or (r)
- not P or (P or Q)
Aaa we didn't learn Morgan yet
oh okay
Logic is First chapter and Morgan is the Third
So it's will still like this or I can simplify it
also for 2) because logic operators are associative, not P or (P or Q) = (not P or P) or Q, and (not P or P) is always true, so we get True or Q, which is just True
Alright, I understand, thanks you
Just about this law , what is it, name?
idk i just googled definition of implication
you can see that it's true by implication's truth table
Alright, tysm
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Hey yall. Got a question about a particular equality:
so regarding this
is equal to ---> The derivative of the function phi with respect to the magnitude of the unit vector
so d(phi)/dn'
This is really tripping me up
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for part a i got this as my answer:
for part b, am i able to just plug in -1 for d?
or do i need to do the whole process of the eigenvectors and values again?
<@&286206848099549185>
@silver plover Has your question been resolved?
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In the second equation of the proof, why isn't it =(z1,6z1,0,0,0)+(0,0,-2z4,z4,0)+(0,0,-z5,0,z5)
Is there a typo?
Course: linear algebra
@woven marsh Has your question been resolved?
that's a mistake yeah
Thank you
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Intro to Linear Algebra. Need a check on if this is enough. This is not a proof-based class.
because if U^T is the inverse of U, then det U^T = 1/detU
I think u just need 1 more line of reasoning and u probs already assumed it
well and that works for 3 and 1/3
okay, just gotta add that property of inverse then, specifically det U^T = 1/detU ?
no
thats not the property missing here
if det U^T = 3 and detU=1/3, then that equality works
the fact that U^T * U = I means U^T = U^-1 => det U^T = 1 / det U
anything multiplied by the inverse is 1. and if the det of U is -1, then det U^T = 1/-1 = -1, so det U = +-1
but who says det U=-1
thats just a special case
?
the first equality is the important one
det U = det U^T
thats what you are missing
because then det U = 1/det U
equivalently (det U)^2=1
and then you have det U = +-1
i dont think thats right, considering that U^T = U^-1, so how can det U = det U^T? it should be det U^T = 1/det U
those can be true at the same time
and in this case they have to be true at the same time for the proof to work
det A = det A^T is a general property of the determinant
right now your last line says nothing about the value of det U
cause it cancels out anyway
the only case i can think of where det A = det A^T = det A^-1 is when det A = +-1, but for the general case of it being != 1, would that still hold?
well quite conveniently thats literally what you are supposed to show
det U = x
det U^-1 = 1/x
det U^T = det U (by IMT)
therefore,
det U = det U^-1
something like that?
what do you mean with IVT?
invertible matrix theorem, an invertible matrix's determinant is equal to the determinant of the transpose.
lmao
IMT
not intermediate value theorem 
damn it, so how can i prove det U = det U^-1
wait what
well it must be invertible for det != 0
you are confusing things
here the matrix is invertible, yes
but the property that det A = det A^T always holds, whether A is invertible or not
its a general property of determinants
that you should know
ahh found it youre right
holds for any square matrix
det U^-1 = det U must mean by detXY = detX*detY that it can only be +-1 right? but how can i write that?
im not v familiar with the proof notations so let me know if it looks stupid anywhere
its fine
would that be a satisfactory answer you think?
yes
thank you. sry i was a bit dense, i haven't had a lot of practice with these types of problems
experience really goes a long way
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can i haave somehelp
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@wooden cipher sorry for the Ping but I still got a doubt about that vectors question
U see u said the swimmer has to swim at an angle
Yes
But when u resolve the swimmer and river u would get 1
Why don't we use the resolved velocity
What do you mean?
Yes
Lemme pull up the question again
Does the hypotenus, 1 lie on the square?
Sorry for being so problematic
But I want to be sure I understand this
The 1 is at an angle off the square
And the thing that's on the square is root3/2?
Yes
The 1 vector should point down and left
So that when it adds to the current, it becomes a straigjt line down
I think this is the main thing I'm not understanding
If you are in the water, floating with the current like the swimmer is, you will see him move at 1 m/s
Someone who is standing on the shore will see him move at different speeds depending on which part of the square he is swimming around
Makes sense
Lemme process this for a bit
I think it makes sense now. Thank you so much for being so patient
Youre welcome 
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so im supposed to fill in this proof
i've filled everythinb
im at the last line and i can't explain the contradiction
the 2nd last line is p * q | d
so as a whole p*q divides both n and d making them not in their simplest form?
but idk how that contradicts the fact its supposedly rational
need some help
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Suppose both x and y are integers, prove that if x^2· (y^2− 2y) is odd, then x and y are both odd.
my instinct here is proof by contradiction
i.e. assume x=2n for some integer n and show that buggers smth up
and then do the same for y
so this is what i came up so far, so my question should I do something else or is this the end for this problem?
the contrapositive is x or y even => x²(y²-2y) even
not and
besides that, the idea of proof is right
but conclusion very wrong
so when its a contrapositive and becomes or and vice versa or becomes and right?
the negation of x and y odd is x or y even
and then the proof follows, if x is even, then x² is so x²(y²-2y) is
and if y even, then y² is, so y²-2y is, so x²(y²-2y)
I use that the square of an even number is even but obv you can show it too
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how would i solve this: Find the approximate side length of a square game board with an area of 126 squared.
What’s the formula for the area of a square?
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rate of change for a straight line is it's slope
huh
i need help w the last question
thats what he did
negative slopes?
negative rate of change = negative slope
it means, the y value is decreasing when x value is increasing
okk
if slope is negative
so all of them except for iii
slope of line 4 is wrong btw
Line 4 has no slope tho
reasoning for c) is also wrong
oh
how do u write it then
idk how to do it for a straight line
same with reasoningfor b
you mistakenly wrote x is the same
the lines are parallel because the slope is the same
ohh
as for perpendicular, the correct reasoning would be that the slopes are negative reciprocals of each other
your wording is way to vague
ALSO, not sure why you listed individual points on the side for part a)
the slope for ai) is -2/5
what's with writing (5,-2)
yes,
the answer is just -2/5
ok
(5,-2) is irrelevant
it's inclusion indicates misunderstanding
what's the question asking for
from the first 4 columns, you can deduce there's a linear relationship and make an equation of a line from that
y = rateOfChange(x) + y value when x is 0
that indicates the slope is 4,
you can also identify the y intercept from the table
still kinda confused
to find slope look at y. x value 0,1,2,3 are consecutive, now look at y for 0,1,2,3 by how much is y increasing?
4
okay 4 is your slope
now linear equation looks like?
y = mx + b
?
seen that before?
b is y intercept so when x is 0 what is y?
ok so x = 1y is 7?
y=mx+b
so x is 0 right
so replace variable m and b in the equation.
m = 4, b =3, formula: y =mx+b
you got this
first right the formula based on what i said
so y = 4x+3
perfect
now input any number of x to get y
woahh
you see your chart? you are trying to find y for when x = 57.
you got it. Good job
theres more 
okay whats your next question
okay so for question a) remember how I told you 0-3 are consecutive meaning they go from 0 1 2 3 throughtout that order by how much does y increase by
yes
yes
yeah no problem it okay
first we are going to plot point A and B and connect them.
yup i did that
yes
okay so when x = 0 what is the value of y?
3?
correct
so y intercetp is 3
yes
okk
so do you know what slope is
uhh
explain it
that there is your y intercept
yea
so slope is rise over run
slope can be positive or negative based on how the line runs so if line from left to right looks like its going down that a negative slope if line from left to right is rising then the slope is positive
example
is my answer correct?
based on what i said does the black line have negative slope or positive?
you are right the black line is decreasing while purple line is increasing
so now look at this line is it increaing or decreasing?
unfortunately no its incorrect
OH
oop
how do u find the slope for a straight line
thats vertical and hortinzal
cant spell
oops
now you are seeing it
ohh
so based on how your line looks what is the slope?
zero
correct
soo its y = 0x+3?
okay so 0 times any number is what?
0
to write a more efficient equation how about removing the 0x what would your equation be
yes, thats correct
but how do i find the y intercept
No
huh
It wants the y-intercept
ye
since x is 5 there is no x = 0 therefore can you find the x intercept when there is no 0?
no so there is no value x = 0 therefor y-intercept does not exist. does the line ever cross the y axis?
y-axis is the line that crosses with the x axis therefor it never crosses and y intercept does not exist.
so for b you can write: y-intercept does not exist.
then for part c that is what you are going to write.
so undefined in all the parts for question 10
This is 10b response
oh ok
part c: what is the slope of a verticle line?
i'll help with a and b
so for A plot the point.
its tell you its a verticle line
Side note: You should save this for reference for the future
what abt the equation tho
almost got it.
so since it told you it would be a vertical line then it will always cross the x-axis therefore the format for vertical line is x = a number
got it?
you got the equation?
y = 0
you only use y = some number for horizontal lines x= somenumber for verticle lines
so x = what number that would touch that purple dot? try desmos change that 0 to another number
3?
thats the equation for a?
also sorry i went afk for a bit
what do i do for b
plot b and find a horizontal equation for it
use this to guide yourself
okk
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This is exactly one right
cuz like different slopes when put into slope intercept form
Y=6x+1
Y=-6x-1
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What mathematical background does someone need to study abstract algebra? I've taken calculus I-III courses and feel fairly comfortable with linear algebra. Is that sufficient? If so, can someone recommend a good introductory abstract algebra textbook (preferably with a lot of exercises)?
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turn this into mathematical symbols.
five less than x is less than five less x
for this it is
5-x < 5-x
Looks right
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