#help-23
1 messages · Page 461 of 1
I can't believe you've done this
Remavas
Well, I see one immediate route to make this much simpler
I can give you a hint
4 = 2+2
I wouldn't say so
I only stated the obvious and you seem to know what to do with it
🙂
Yeah it looks way easier to integrate now
hopefully ill remember dx when i write the calculations out
I think i got it right, is it $x + 2\ln \lvert x+2 \rvert + c$?
I can't believe you've done this
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I was just asked to convert y=mx+b into a polar equation and solve for r. Anybody have any recommendations? I’m not sure where to start
Draw a picture.
you mark an arbitrary x, y on that line
and proceed
maybe thats not the best suggestion
I mean converting to polar form is literally just converting to polar coords
look it up if you don't know how
If b = 0, there is an easy visual explanation for the algebra.
Try that and then generalise
I think by polar it is meaning anything that includes values like r and including things like sin and cos but excluding x and y
I don’t have to find an actual numerical value of r, just have to modify the equation until it is r= something
My first thought was to use the relationships x=r cos(theta) and y=r sin(theta) and plug them in for x and y
thats exactly what the q needs you to do?
Yes, i just have to make the equation to be in terms of r and theta rather than x and y
And it has to solve for r so my final solution has to be r= something
This is what I’ve done so far, but i need to modify it so that r is alone on one side
<@&286206848099549185>
I think I figured it out but can someone check my algebra?
@fathom yew Has your question been resolved?
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@fathom yew Has your question been resolved?
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how do you perform modulos with large numbers? Is there a formula to it?
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Hey guys, my assignment gives me the following statement: Also gives me that signmoid h is a hyperbolic tangent. What does this mean ?
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any help on these 2
You need a formule to calculate the new price. If it has 30% off the new value will be 70% of the original value of d
Only one of them is not 70% value of the original value
so if the formula equals = d/100 * 70 in any way, it's correct
d/100 * 70 = (d*70)/100 = 0.7d
@icy hawk Did you get it ?
sorry
i’m here
lemme re read what you said
which one of the problems is this for btw?
oh the first
ok thanks i get it now
what abt the 2nd problem?
both of them
there they want the expression that does represent
so find the one that equals
d/100 * whatever percent the new price is
wait wdym both of them?
It's the same trick
but for hte first one you need to find the expression that is not the same as d/100* 70
and in the second one you need to find the expression that is the same as d/100 * 40
The trick is the same, but the question asked is different
The first one they say, which one is not correct among these. And the second one they say, just give me the correct one
But the calculation you need to do are the same, you need to know the correct ones and then you answer the question
Yes, since the new price is 40% in the second question
if they said 40% off instead, what do you think it would be then ?
0.4?
but they say its 40% from the orignal price. So not 40% off
So you need to be carefull when reading the questions aswell, since depending on how you read it. It will either be 0.6J or 0.4J
wait so it would be 60%
which would be 0.6J?
Yes, if they asked it like that it would be 0.6
but they arent asking that
Just to keep you sharp I asked that lol
They are saying the new price is 40% of the original
ok gimme one second
maybe 30
or 60
ok
so
the original price was
100%
correct
Yes
and the sale is taking off 40%
Nope, thats not what they are saying
If you read carefully, they are saying the new price is 40% of the original. So in a way taking off 60%
Maybe I am reading it wrong now
let me reread
Ah oke, do you perhaps know the asnwer ?
is it. C ?
no i don’t know the answer
if i did
and i actually remembered how to solve this
it would be amazing
tbh
So, I think they are saying this
A new price went up that is 40% of the original price
so a discount of 60%
ok
no hold up
ignore that haha
A
I thought you ha to pick one expression
oh lol i cant read
No A and D option ?
its this ojne
I was reading it wrong
I think you are right then, they are saying a discount of 40%
Damn semantics
So, they do want you to find expressions that match (j/100) * 40
ayy nice
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suo
You don't need to add pointless comments. If you can't help, don't say anything and let someone else come by
You tried helping? You didn't say anything that was helpful
smh you are making me angry and I WILL help
get total number of films watched and divide it by umm
😭
You just said you hated stats and wanted to skip this. You don't have to help. You just didn't need to add pointless comments
well it won't be useless after all if I actually helped now
that's my poiny
point
yeah you need to add the y values of the bars to get number of classe
It would be useless, if you don't really understand stat and could potentially provide wrong info
and then multiply the x with the y and add them all to get total number of films watched
dividing the latter by the former gives the mean number of films watched per class
well I am just a bit rusty in it. not that I don't understand it
it takes time for me
now that's the mean
the median is defined as the middle value
you can use the number of classes to get the position of the middle value
that is taking the average of the n/2 and the n/2 +1 if even or the (n+1)/2 if odd
and climb count the number of classes as you take bars from the low x value to the higher
and stop at the desired position and see how many films that is
now you can compare them
here you go hope I helped
sticking tongue emote to dldh06
I just did just check it out
umm I actually can't explain it more concisely sorry
so is it C
I actually haven't done the working but I don't mind you sending your working and I'll check it out
Or you can read the "essay" and see if you can come up with proper answer
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Abstract algebra: Any theorem that can help me understand how to find all values of k?
All I understand so far is that we have 18=1 mod 25 and 7^k=1 mod 25, but I don't know what else to go from there.
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Hi could someone explain to me why 7 b is 5 and not -5
(-1)^4=1
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i need help with this
i have to find the focus at the origin, directrix, and eccentricity
i divided all of them by 1/4 to get it equal to 1
ep = 3/4
but e = -1 right
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@neon hedge Has your question been resolved?
1 I think
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Can somebody check if I did this correctly? This is a practice test btw so it isn’t homework, just want to know if I messed up implicit differentiation at all
My answer is dy/dx = (3y^2 - sin y)/(2x+sec^2x)
,rotate
Ill rotate it and resend
Oh nvm
While taking derivative of x^2y^3 use product rule
That’s what I did
2xy^3 + x^2 3y^2 dy/dx
Oh wait
Yeah I understood you
I misread it sorry
You meant f(x) = f(x)•g’(x)+f’(x)•g(x) and I was thinking you said power rule for some reason
Use this
So im 100% confident I did the product rule correctly, but im still getting the hang of implicit differentiation (dy/dx dx/dx, etc) so this made me think of a question
Why exactly did you put dy/dx at the end right here
Because of derivative of y
Do you mind explaining a bit further, I am interested I just want to understand it conceptually 100%
The thing is when you take derivative of lets say y^2 what will you get?
Wrt x
My bad I was moving my stuff to another room, but It would be 2y
?
So it’s kind of like the bottom or (dx) of dy/dx is saying im taking the derivative of y in respect to x (dx)
Yes
So if im taking the derivative of something like x^3 would I write it as 3x^2 dx/dx?
Yes
You're taking a test?
No, it's a review sheet that my professor gave me to practice on for tomorrow's test
But it says test?
Tag me so that i wil get the notification
I know, but I swear it is a practice sheet that my professor gave me during her office hours
but its not a test because they said it wasnt :}
She did #2 herself, we have distinctly different handwriting
I already know the rules of this discord, I would not be asking for help on a test or posting it
I didnt take x^2 because I was thinking that since that is not x^2 dy/dx,, just normal x^2, I moved -3y^2 to the rhs of the = to isolate my numbers which are affected by dy/dx
When you taking any part on lhs or rhs take the whole part ( which is in multiplication)
Here its is x^2. 3y^2 dy/dx
Oh okay I think I understand what you mean
@red glen So on
LHS 2x * y^3 + sec^2x dx/dx
RHS = -siny-x^2 dy/dx(?)
2x.y^3 +sec^2 x =dy/dx( -siny -x^2.3y^2)
Check this
I mainly got this right except for my placement of dy/dx, and I put a dx/dx meanwhile you didnt
Check this
Oh okay, so even though I put dx/dx it doesn't mean im wrong because either way it's multiplying by 1 and gonna stay the same
Yes ,but a good student write 1 ( or just write nothing)insted of dx/dx
So just wondering does this mean that I shouldnt cancel out my (dx/dx)s and only my (dy/dx)
Yes insted of dx/dx just write nothing
ok
Simply say 1
right
Hope you can solve now
Thank you @red glen , this did help me understand it a bit better, Im going to look over it more or try other problems with this logic
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@dim kindle
yep
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I do not mean that.
?
pls help me
.reopen
✅
Ok then sure let me help you
Its a really simple problem takes like 2 min haha
2^0 mod 7?
I know it.
Do you know what mod means?
Alright
😩
Alright then good job
The pattern is 1 2 4 1 2 4 so you just take the remainder of 35/3 and get 2 so the answer is 4
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you need 1 liter of detergent whose content should be 16%. Unfortunately, there is no undiluted concentrate liquid in the cabinet. There are only two liters of an 8% solution and 0.7 liters of a 20% solution. How much should you mix of these to get the desired solution.
could someone help with this?🤔
your work?
Yes, it's our homework
i mean, can you show your work?
I'm pretty lost, don't know where to start
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how many ending zeros are in 1x4x7x10x...x697x700
i need to work with multiples of 5
correct?
multiples of 2: 117
multiples of 5: 24
multiples of 25: 5
multiples of 125: 1
so is it 30
can someone help to check my work
<@&286206848099549185>
26 I think
Count how many of those 3k+1 =0 mod 10 then + how many of them =0 mod 100
The first is a periodic sequence with period 10, the second is of period 100
For example the first sequence {3k+1 mod 10} is 4,7,10,13,16,19,22,25,28,31, then repeat, 4,7,… so one for each ten terms, (which is 10) there are 23 terms.
For those who =0 mod 10, it’s also a periodic sequence {3k+1 mod 100: 3k+1=0 mod 10} 10,40,…,280 then repeat, 10,40,… one of each ten terms. There are 24 terms, so three of them=0 mod 100 (100, 400 ,700)
50 isn’t one of {3k+1}
40 is
And it only contributes one 0
It also contributes one 0
No
n=m10^k where 10 doesn’t divide m, then 250n=25m 10^(k+1) , 10 doesn’t divide 25m
So 250 only contributes one 0
Okay
a ten digit number has the product of digits equal to 2^27. how many such numbers are there
It’s equivalent to x_i=0,1,2,3 find how many combinations such that Σx_i=27 let me calculate that
Replace x_i with 3-x_i It’s equivalent to finding how many combinations such that Σx_i=3
So C(10,3)+10 times 9 +10
=220
ok thanks
Np
im just reviewing my mock so i have a lot of questions sry
wait
if
a+b < 7, b+d >7, c+d = 3, c+e = 6, what is the ratio of c+e : b+d?
positive integers
No solution
Cause only two cases c=1 d=2 or c=2 d=1
If it’s the first case, then b>7-d=5 but b<7-a<=6 so it doesn’t work
If it’s the second case then b>7-d=6, b<7-a<=6 also doesn’t work
So no solution
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the LCM of two numbers, x and y, is less than 98. If x can be a positive integer from 34 to 40 and y can be a positive integer from 57 to 63, find x and y.
what are the possible mutliples of y?
multiples? can be any integer from 57 to 63
yes think about what a multiple of these numbers looks like
um... 1?
perhaps the smallest is a good way to start
so x is a factor of y?
is 1 a multiple for 60?
1 is a factor of 60
yeah we want the multiples
wait im confused
alright what im trying to get at is
for the multiple of 57 is 114
which is bigger than 98
No he means lcm(x,y)=y so x divides y
So no solution
yes exactly
oh ok thanks
but then
um
ok
ill just ask my teacher
@feral linden i realised just now i copied the wrong question
its
😂
a+b < 5, b+d >7, c+d = 3, c+e = 6, what is the ratio of c+e : b+d?
no this one
its a+b <5 not <7
but can you help
i still can't do it
Still no solution, exactly the same discussion
Are you sure they are positive integers? It’s a funny coincidence that you asked two questions which have no solutions.
yeah...
IDK man
ill talk to my teacher
because
ig
this is uh like olympiad so ig the solution can not exist
lol
Questions I met are questions I have no clue when I see them.
lol
im just checking there's no solution
when i did, there was no solution
so im just checking
these are the ones i couldn't find a solution
i thought my method wasn't working so i wanted to check
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how do I solve b from part a
I know I can expand it to r squared - r
but how do I use part a to solve part b
@mossy folio Has your question been resolved?
change the equation from (a) so that you can use it in (b)
what do you get after you plug it in?
you just multiplied by 1/3
and know use the equation from (a)
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Can someone possibly explain what it means for a linear transformation to be onto? I understand what one-to-one means, but I'm still struggling with the definition for onto. I feel like part of the issue is that I'm also struggling to understand codomain vs. range
Function.
Linear transformations are types of functions
:= means 'defined'
im f := f(A) := {f(a) : a in A}
Does this make sense?
This is know as the image of f
Or the range of f
Ok yeah
A function f is 'onto' or 'surjective' iff
im f = B
To understand more, you should consider some examples of functions from R to R
Ok im confused again
give me a sec
ok so if I have a linear transformation T
where
T: R^n -> R^m
The codomain of T is like
is it a basis for R^m?
or is it R^m
or neither of these things
???
f : A -> B
A is the domain
B is the codomain
Codomain, surjective neither of these terms necessarily relate to linear transformations
These notions are defined for functions in general
Ok
I've just never had codomain used in a class before this
I get that now
So
The range I also think i get
kind of
If my outputs are all 4 dimensional
Like every output is in R^4
then is the range R^4?
no???
or is that
what
Take what I wrote above
There is nothing that is specific to linear transformations
in what you are trying to understand
f : A -> B
The domain of f is A
The codomain of f is B
The range/image of f -
im f := f(A) := {f(a) : a in A}
oh
range is image
Thats something I didnt get before lmao
I think I get it now
You can have a range smaller than the codomain
but then it's not onto
right
so if i have a transformation where my codomain is R^4 but my range is a subspace of R^4
then it wouldn't be onto?
yes
Ok thanks
*proper subspace
wait what
ah isee
never heard that term before either
but makes sense
thanks
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help me?
Do you know what continious means?
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Gonna need to know if I did this right
Hello?
Ask your math question in a clear, concise manner.
You must have missed reading that
I got 14.03 for problem
Oh wait wrong one
For problem 16
I was finding XZ
Did I do it correctly?
No clue, post your working.
yes.
So hey I need a better understanding
however I asked for your working, and you missed a step.
tan(41)=12.2/x
x=12.2/tan(41)
x ~ 14.03
.
as x is only approximately 14.03
So it’s 14.0
No.
wtf
No, you just wrote an equal when there should be an approx sign
As I've said already
Approx sign?
$\approx$
Mosh
$x=\frac{12.2}{\tan(41^\circ)}\approx 14.03$
Mosh
God.
Jesus I thought I did something wrong
Lol
Also before you go I have a question to understand this
Given I said yes when you said 14.03 originally...
"top of bottom"
ok, so when x exists, sure
yes
Oh
provided you called x what you're looking for
I for some reason I got confused
Wait before you go
Sorry again
I’m doing problem 17 just to make sure I got it right
Cosine(55)=x/100
X=cosine(55)/100
Don’t you switch the 3 with x
ok
I’m trying to find HI
Which that side is adjacent
I’m trying to find that
Nvm
You their? @pulsar condor
i like your profile picture @remote sapphire
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this is the equation for standard deviation. To do this quesiton we find the sum of x squared multiplied by the probability of x and then subtract all of that by the squared mean?
or do we find the sum of (x^2p(x) - mu^2) for each value of x?
$E[X^2]=\sum_{x\in\Omega}x^2p(x)$ by definition
Mosh
then you subtract E^2[X]
Which is the mean squared? I am not familiar with that so I am not sure what it is.
yes
ok got it, thank you
Given I already told you $\mu=E[X]$
Mosh
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I am currently doing
a chi squared for independent test
this is the first step
and in Activity 5 is the given
do I treat Observed Absences as girl and boys? or do I treat them as another table?
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Hello, I have answered all parts of this question except the last section which asks for an assumption we have made. Was hoping someone could help explain what the assumption is. Thanks in advance.
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this sounds more like a physics question than a math question
suggest asking over the physics server - see #old-network
Ah k, asked here cuz this was an AS maths mechanics question, but i can see it would prob make more sense to ask in the physics server. Thanks for the reply xD
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hello
what would an answer to an equation like 6(1+1) be
like a number with brackets after it but there is no symbol before the bracket
how do you work it out
wait
i think i got it
so you find the numbers in the brackets, add them together then multiply
ah right thanks
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,rotate
when should I add 180 when trying to find the true direction of a vector for ex:
for example
i did tan -1(12/8) i got -56
do I just add 180 because its a negative number?
also, what other applications does this apply to
is adding 180 the only rule when it is a negative number?
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your handwriting is illegible. type it out here
you didnt need to read my handwriting, i already wrote my issue when finding the true direction. the question was to try to find the true direction of (-8,12).
So I did tan-1(12/-8) and i got -56. And then I added 180 to get 123 degrees . my question is do I just add 180 cause its a negative number, and what other rules apply to find the true direction like (adding maybe 90,180,270?)
why did you take $\tan^{-1}(12/8)$ instead of your given point (-8,12)
riemann
I miss spelt, I meant -8*
if you type that into your calculator you get -56
,calc tan(-56 deg)
Result:
-1.4825609685127
,calc -12/8
Result:
-1.5
doesn't look the same
wdym
-1.48... is not the same as -1.5
ok
the question tells you to express the angle between 0 and 360
you don't add 90, 180, nor 270 to your angle. those would be different directions
are you sure?
go ahead and plot it
what is the answer for the question "the direction of D from a standard position (theta) such that 0 < theta 360 degrees rounded to the nearest thousandth using (-8,12)
im pretty sure you add 180
then you will get an answer of 123.69 degrees
@plucky elk
did you plot your two angles?
you dont need to plot using my method
your method's wrong. plot it to see
how is my method wrong lol
i look at my other teachers they use the same method (tan-1 b/a)
that tells you something else
regardless, it isnt my point
you're confusing things together
direction of d is different when you add 180 to the angle
what are you supposed to do then
in fact it's the negative direction
add 360 for the same direction
,w tan((arctan(-12/8) + 360) deg)
the point (-8, 12) is in what quadrant?
oh wait you're right
i thought it was in the 4th quadrant
i read it wrong
ok
it's in the 2nd quadrant
Ok what are the rules in the 1st 2nd 3rd or 4th quadrant
so i know for 2nd and 3rd you add 180?
what are the rules for the 1st and the 4th quadrant
depends what you're calculating
it just depends on the signs of the two values x and y of your point (x, y)
x>0 and y>0 first quadrant
OK
caps lock
Point A is in quadrant I since its coordinates are (+, +).
Point B is in quadrant II since its coordinates are (-, +).
Points C is in quadrant III since its coordinates are (-, -).
Point D is in quadrant IV since its coordinates are (+, -).
this essentially
@plucky elk so if I know its in quad 1,2,3,4 i use these rules
right
looks good
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It means thar taylors polynomial will be close to that function at x = 0
so should I just calculate as if I was calculating a maclaurin polynomial
Taylor polynomials are incredibly powerful for approximations and analysis.
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yes
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How do i do part c to this
Did this idk if it is on the right tracks or not
Is it right?
i think you made a tiny mistake
Bro
when square rooting 144x^8
What should i do
well you got $\sqrt{144} = 12$ but you forgot to take the root of $x^8$
I can't believe you've done this
So it would be 12x^7
nono
like when you’re square rooting a number it’s like multiplying the power of the number by 1/2
12x^4
yess
you're aiming to solve the equation though right
Find x yes
how’s your progress
I’m stuck
a
at the step $\log_a 18x^3 = \log_a 12x^4$ you can get rid of the logs
I can't believe you've done this
yes
Oh
just put “a” as base and it’ll cancel wit log
So it would just be 2x/3 = 0
NO
no
X CANNOT BE 0
What should it be then
remember that the only number that $\log_a x = 0$ is when $x = 1$
some value greater than 1
I can't believe you've done this
the fact that $\log_a \frac{2x}{3} = 0$ already tells you that $2x$ and 3 are equal, since the stuff inside the brackets must be equal to 1 in $\log_a$
I can't believe you've done this
This
yess
yes
👏
Thanks
technically you could have used the other working which you did to get $\log_a \frac{2x}{3} = 0$, because you can go straight to the fact that $\frac{2x}{3} = 1$ and so $2x = 3$ and therefore $x = \frac{3}{2}$
I can't believe you've done this
Yeah that’s what i thought but idk if that method would work with other questions
It works in this case, because you had a log which was equal to 0. In other cases it's best to use the method you just used, it's just convenient that in your previous attempt you somewhat did half the question already.
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Oops
What’s
Finally
Alright is my diagram set up correctly?
Figured it out
.close
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If a point on the terminal arm of an angle is -3, -4, and is in quadrant 3, how do I find the angle of that?
The numbers don't match up to the 30-60-90 or the 45-45 triangles so I'm assuming I should use the unit circle but how?
You can't be sure of the angle exactly - but you can get an exact expression for it in terms of inverse trigonometric expressions
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so the terms are a, a+r, a+2r, a+3r, a+ 4r and the equation 5a + 10r =30 but I'm stuck after
now solve for a
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does $\frac{d}{ds}\left(\int _0^s:f:''\left(t\right)dt\right)=f''\left(s\right)ds$
Riemann Zeta Male
is the ds at the end necessary
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does $\int _0^s:f:''\left(t\right)dt:=:f'\left(s\right)$
Riemann Zeta Male
you know fundamental thm of calculus?
The integral of a function is it's anti derivative
$f''(x)$ represents the derivative if derivative
CatHashira
Then what do u think it's antiderivative is gonna be
f'(x)
is it not?
@lean otter
F(x) = integral of f(x) dx
that's one part of it
Ya
( this is by rule)