#help-13
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@twilit jasper Has your question been resolved?
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can anyone help me with this i will pay you back in steam
Please don't occupy multiple help channels.
don't offer money for math help
stick to your #help-23 channel
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ln(9,3x10^-6/k) = -100x10^3/8,31 x (1/5250)
How can I solve for k?
- also can you write it on paper or something please? a bit ambiguous on what you want
$\ln \left( \frac{9.3 \times 10^{-6}}{k} \right) = -\frac{100 \times 10^{3} }{8.31} \times \frac{1}{5200}$
chartbit
Is that what you mean?
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aye if anyone can help me figure out why i got 3 questions wrong on my quiz please help me out
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oh
@dusk oyster Not 100% sure what the first question is trying to ask you, but for the second photo, you did almost everything right, but you solved for SQ not SR, 4(12) + 2 is the lengh of SQ not SR. See if you can figure out what SR must be since you know SQ. Then in the third photo it seems you solved for x wrong. It is hard to read your hand writing, but it seems to me that x should be 7. Then you know that AM + MB = AB so use x to get the lengths of AM and MB and then add them to get the result.
I figured out the first photo
Ill go onto the second one and ill tell you what happened @vale willow
Wait
so for the second
I would do 2x+1
2(12)+1?
@dusk oyster Has your question been resolved?
second photo: yes, 50 is the full length SQ, but you need just SR, which is the half.
third: you started right with 2x-3 = x+4, but then you had a mistake.
Add +3 add both sides: 2x = x +7
then subtract x on both sides: x = 7
so SR would be 25
yes
yes
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@thin hedge Has your question been resolved?
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can someone breakdown how they simplified it from the red star
a fraction is 0 when the numerator is 0
then move the second part to the other side
square both sides
substract x^2(a-x)^2 from both sides
divide by b^2 on both sides
and the last one is a clever observation
i got it upto here
after that im confused
what are you left with now
b^2a^2=2ab^2x
Denascite
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how do i integrate this?
By parts
@carmine elk Has your question been resolved?
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can someone help me figure out where this one went to?
inequality
can you elaborate?
hm but how can you say that without any justification / proof
doesn't make any sense
Puk is this boi 0<1 i get it why is there equal sign
wym
basically,
n² + n + 1 ≥ n² + n
-(n² + n +1) ≤ -(n² + n)
2-(n² + n +1)≤ 2-(n²+n)
ah this helps
It should be n²+n+1>n²+n , there shouldn't be ≥
Equality won't be equal for any value of n
yea i know, i was just in the context of the exercise
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There were 240 pears and apples at a stall. 8/15 of them were pears and the rest were apples. after some pears were sold, the number of pears left was 4/11 of the pears and apples left. How many pears were sold? Could anyone explain to me how to solve this, as my tutor didn't do a very clear explanation? Thanks.
@jovial sandal Has your question been resolved?
You have learned to assume variables yet?
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Hey
can someone tell me what i've done wrong to get the red marked ^2 in last line ?
the first line is my goal to achieve but its exactly what i got now but with 2n instead of n
(a^b)^c = a^(b*c)
yes i know but this wont get rid of the 2n aint it ?
can u tell me in what line the exponent started to go wrong ?
i mean isnt it exactly what ive done? (x^2)^(n+1) = x^(2[n+1]) ?
isnt this exactly what the rule says?
yes
okay but how would i get rid of the ^2 and instead have n+2 ?
wouldn't it still give me ^(2n+2) at the end ?
well now you can apply the law I wrote down earlier
$\left(x^{2^{n+1}}\right)^2 = x^{2\cdot 2^{n+1}}$
Denascite
and what is 2*2^(n+1) ?
Question about that one, why does the 2 multiply with the 2 and not with the (n+1) ?
because the brackets are around the x and not around the 2?
@twilit nest Has your question been resolved?
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- is pretty much already in vertex form
really?
yes, don't get intimidated by the lack of expressions
ok how about 39
complete the square to get vertex form
you should already have an idea of how to complete the square if you've done Q17-37
after you complete the square, you'll have the vertex form as desired
from which you can identify the properties being sought
no
Hehehehaw
-x^2 + 2 is not the same as 1 being added to itself
oh and technically 39 was also actually already in vertex form
Hehehehaw
right?
you can't just add 25/4 like that
wdym
doing just that, you'll have something different to what you're starting with
i completed the square
which isn't quite what you want
hmm
adding 25/4 completes the square,
but you'd also need to subtract 25/4
effectively adding 0,
to ensure you have something equivalent to what you started with
so y-25/4=x²-5x?
no
didn't you do 17-37 recently?
ye but winter break screwed me up
so you did 17-37 several weeks ago?
so for 40 whats the first step
ye
ℝamonov
do something that keeps the original equation balanced
no
whatt???
you subtracted one side by 25/4 while adding 25/4 to the other
ye
it's like going from
1 = 1
to
1 - 1 = 1 + 1
hmm
which gets 0 = 2 (something clearly false)
there's no issue if you apply the same operation to both sides
or doing something that effectively adds 0 to one side
yea
which isn't what you've been doing
g(x)=x²⁻5x
since ideally you want to keep
g(x) on the left side by itself,
you'd want to go with this option
doing something that effectively adds 0 to one side
adding 25/4 completes the square,
but you'd also need to subtract 25/4
effectively adding 0,
is now valid
my teacher said its easier
not really
cuz your gonna find the axis of symmetry
how?
if the end goal is to convert to vertex form,
you don't want to do anything to the left side, on focus on manipulating only the right side
note that this is not the same as solving an equation using completing the square
yea
if you were solving equations like in 17-37,
then adding stuff to both sides may be more efficient
but this is different
yea i see
y+25/4=x²-5x+25/4
in the end, you're gonna want y or g(x) by itself,
so you're gonna need to subtract 25/4 from both sides
so why not just start with
g(x) = x^2 - 5x + 25/4 - 25/4
immediately
yeh,
so u wouldnt find g(x) by itself
wdym
the coordinates are (5/2, 25/4)
how would you get the coordinates doing it your way
which ones
should be
y + 25/4
if you insist on having stuff on the left side
y+25/4=x²-5x+25/4
in the end, you're gonna want y or g(x) by itself,
so you're gonna need to subtract 25/4 from both sides
note that on the right side
but it would result in the same result
x²-5x+25/4 something you know is a perfect square is still present
but like i said, you're just making more work for yourself
$g(x) = \underbrace{x^2 - 5x + \frac{25}{4}}_{\br{x-\frac52}^2} - \frac{25}{4}$
ℝamonov
which part
that's just explicitly indicating something you already claimed to know
whats the point of putting 25/4 if they cancel out
+25/4 - 25/4 = 0
adding 0 doesn't change the value of the expression and you have something equivalent to what you're starting with
ohh
similar idea of adding 25/4 to both sides of the equation
its all outlined in that summary i made
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i understood the solution , but how do i get started with answering these kind of questions ?
@upper thicket Has your question been resolved?
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I have to disprove this statement. How to do it? I’m a bit lost.
$$\text{Disprove } f\in \mathcal{O}(g) \text{ for}\ f : \mathbb{N}\rightarrow \mathbb{R}{\geq 0} \text{ with} \ f(n) = {2n^3+4} \text{ and} \ f : \mathbb{N}\rightarrow \mathbb{R}{\geq 0} \text{ with} \ g(n)=n^2 + n$$
Summe
Egg
wuh
@ember plaza Has your question been resolved?
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How do I prove the lower bound?
I can get a meh upper bound by saying let |S| = n, then |SxS| = n^2 and |P(SxS)|=2^(n^2) which is an upper bound
I imagine the 2^(n(n-1)/2) comes from some sort of pairing and doing n choose 2 but also unsure about this
@lone shadow Has your question been resolved?
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✅
!help
Please read #❓how-to-get-help
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How do I find the derivative of f(x)= x*ln(6x)?
Where's + 1/6 coming from?
Derivative of ln(6x) is 1/x
You seem to have forgotten about chain rule
(ln(6x))' = 1/6x * 6 = 1/x
or
(ln(6x))' = (lnx + ln6)' = 1/x
another way to see it is log(6x) = log(6) + log(x)
Yes
Again, derivative of ln(6x) is not 1/(6x)
@floral pagoda
yeah mb
Im still getting 1* ln 6x = ln 6x tho
1 * log(6x) = log(6x) yes
the correct answer should be ln (6x) + ln (x) + 1
show the "correct answer"
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that's not what you typed
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yes my message was deleted
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What do i do next
,rotate
you shouldn't have (5x+2)^3
the denominator on the left has (5x+2)^2
that's what you should multiply through by.
Don't you need to multiply C, by whats under A and B
no. you multiply the RHS by the denominator on the LHS and cancel appropriately
Is that better
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Still wrapping my head around continuous functor. Is there continuous functor other than hom functor?
@chilly warren Has your question been resolved?
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I= 3872812500mm
So I'm getting confused with unit conversion and it's giving me really strange numbers
go type .close there
done
How much 300 kN is mN?
Beat me to it
0.3
Just getting onto structural design so not 100% familiar with units conversion
Am I right?
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@glacial owl Has your question been resolved?
yuh
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Please read #❓how-to-get-help
thx
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Trying to solve a difficult problem at a challenge room:
There are 4 buttons, 1, 2, 3, and 4.
There's some 4-number combination to win. We know for sure that number 3 goes last and there is no repetition.
How would I find a list of all possible answers to brute force it?
Yep!
With no repetition
There are only 6 possibilities, just try and list them
124, 142, 412, 214, 421, 241?
Yes
Awesome thanks
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If an angle equals to its arc in a circle does it always have to be in center
The arc of a circle is defined as the angle from the center
So there is no other point in a circle from where the angle would be equal to the arc
?
. Close
. close
.close
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Those coefficients seem like they came out of nowhere, I got nowhere.
@dusty hazel Has your question been resolved?
looks like roots of unity filter 
FOURIER?!
Oh wait
because of periodicity reasons
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Just being curious since this is outside the scope of my course but, given a matrix let's say A. Is the diagonalisation of A unique or non-unique?
when you say "diagonalisation", what do you mean? Are you asking whether the diagonal matrix you get is unique, or the transition matrix is unique?
Well, this sort of arises from a question I was doing
The question states " Find a matrix P that diagonalizes A "
I'm sort of comparing answers and used some online calculators and they are giving me different values
how different?
the P in A = PDP^-1 should be unique up to permutations of columns (and corresponding permutations of diagonal entries in D)
The entries are correct, but the positions are different
Here is the Matrix A I am working with
assuming there are no repeated eigenvalues -- if there are, then the same eigenspace can have different bases
Please do
the cols of P are eigenvectors of A, arranged in the same order as the eigenvalues appear in D
I concur
the eigenvalues in D can be arranged any way you like
so long as they are the right eigenvalues
Yes I was thinking of the same thing but this is not explained in my course
what does your course say? does your course prescribe a particular ordering of eigenvalues?
No necessarily, but I am currently doing an acceleration course and a lot of content is mushed together so they do not have time to explain it thoroughly
Ah yeah, I remember your course, it was that crazy one 
So for this example, the eigenvalues I got were 2, -1 and 1 and the corresponding eigenvectors are (0, 1, 0), (-1, -1, 1) and (-2, -1, 1)
right
I have checked, SINCE the these three vectors are linearly independent
i mean like, if you want to be formal about it re: uniqueness
you could scale any one of these eigenvectors by a nonzero amount and it'd still be an eigenvector
leading to even less uniqueness
What you are saying is that, I can arrange them in n type of ways? I'm assuming n = 6 ways?
As long as the order of eigenvectors corresponds to the order of the eigenvalues
no, i just said that eigenvectors are (in your case) only determined up to a scaling factor.
btw everyone dropped after the census date, there was only like 3-12 kids across the two tutorials I went to today, there was like 350-400 at the start
This might be a dumb question but what does the "diagnolisation matrix" do?
are you talking about P?
yes, im sticking to the notation thats been used thus far
Also I guess the name has something to do with the function of the matrix
Yes, sorry for the confusion
you can view P as the change-of-basis matrix from the standard basis to an eigenbasis for A.
Hahah sorry my LA is weak so I don't even know what an eigenvectors/eigenvalues actually "do" I just know how to compute them etc
But sure, I will take what you have said
I am only asking this because for the second part of the question we are given three simulataneous equations, with each coefficient corresponding to the entries of A, the one I have provided
And we have been told to solve the "ODE"
So I am assuming there is some trick for this
nyeh...
have you seen 3b1b's essence of linear algebra?
Haha it has been strongly suggested but I have not yet found the time to watch the videos
the eigenvectors/values chapter in that video series does a p good job of introducing eigenthings from a conceptual pov
I see
in brief, an eigenvector of A is a vector v ≠ 0 such that Av = λv for some scalar λ
in other words, sometimes the effect of a linear map on a particular vector is to just scale it but not change its direction. and those vectors are called eigenvectors.
Are the videos "heavy" as in, would I need to think a lot while watching them, I've just been introduced to LA although we are covering a whole lot of it in 3 weeks
If it's not really heavy, I guess I could watch it more for fun than treating it as a lecture
3b1b himself these videos should be used as a supplement to an actual linalg course.
not sure about heaviness.
Perfect! Thank you so much
And thanks for the help once again @cerulean sail
have a nice day guys
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hi can someone help me go through this?
How'd you get 1 in iv?
i made a piecewise function with sinx>1 = 1, sinx=0 f(x)=0, and sinx<1=-1
and then i just tried to match that with this but
what does sgn() mean again
i dont think i did it right
yes you in fact didn't do it right
Sign
sgn(f)= 1 f>0, 0 f=0, -1 f<0
as x approaches pi from the right, sin(x) is positive.
oh okay gotcha
how do i find that out
do i just plug in points
pi/2, pi/4
i'd just sketch the graph (or make a mental sketch of the graph)
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BE ⊥ AC AB = AC SABC = a^2
i need to find AB AC and BC using a
AD + BC + AC + AB
SABC ?
the surfuce of ABC
yes
And they have already given u area right ?
Assuming that's what u meant by surface
yes
$A = \frac{1}{2} {BC×AD}$
but they dont say that <ADC = 90
U already have BC in it
Hmm, interesting
Then why not calculate the area still then if not AD
U have BE
Which is perpendicular to AD and is given
$A = a² = \frac{1}{2} {BE×AC}$
yes after that you get
AC = 2a^2/BE
AB = 2a^2/BE
BE = 2a^2/AC
So u have that then ? Do u want like simplify it even more ? Or find BC ?
how do i find BC?
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Are these solutions sane? I don’t have an answer sheet so I’m unsure
@rose rose Has your question been resolved?
<@&286206848099549185> hate multivar, but I'll still try a ping 🙃
@rose rose Has your question been resolved?
@rose rose Has your question been resolved?

I would have helped if I didn't delete flux stuff from my memory 😂
Ex 8 is correct :
flux = 2πrh = 20 π
Found the answer sheet. Ex8 is wrong supposed to be 10pi. Ex9 is right 😭
i'm sure it's 20 π
How sure? I'm pretty sure too, but the answer sheet is fooling me
because the Ex 8 produce a cylinder so :
the flux of a cylinder (if i still remember) is : 2πrh
which is 2 π * 1 * 10 = 20π
@rose rose Has your question been resolved?
It has to depend on the vector field, no?
You could say it's a special case :
total flux of a cylinder is 2πrh
which is the flux of the curved surface area of the cylinder
the flux of the bases canceled each other
Huh? How could it possibly not depend on the vector field? That's bizarre
@rose rose Has your question been resolved?
integral of r is r^2/2 
wait no i'm blind 
your calcs look right 
@rose rose Has your question been resolved?
Eeeeeh, maybe the answer sheet is wrong? It's always a scary thought 😄
,w flux of a cylinder
the flux of a cylinder is the area of the curved surface
which is 2πrh
so your answer is correct 99.99%
But even the phrase “flux of a cylinder” sounds wrong to me. Flux through a cylinder of all vector fields is the same?
like thats just straight up not right
the flux depends on the vector field
if a certain vector field produces flux k then twice that vector field will produce flux 2k just by linearity
You took a look at the steps right? If nothing stands out to you I guess I’ll just close it. Unlikely I’ll get anyone else to take a look at it
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.reopen
Decide 😄
Now you close it 😛
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How do I prove this?
This is where i got stuck
idk what i did wronf
proving fundamental identities btw
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<@&286206848099549185>
yes
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sorry for the msg helpers
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This is teeechnically physics/circuit theory but I’m having math trouble
Can I somehow do a algebramagic to get i_1 + i_2 so I can get v in terms of i?
$$V_1 = L_1 \frac{di}{dt}$$
$$V_2 = L_2 \frac{di}{dt}$$
Herels
you are doing a) or b) ?
B
v is already in terms of i_1 and i_2 in your last bottom right equation no?
A was simple enough
Now I need to get rid of i_1 and i_2 using i_1 + i_2 = i
you cant, unless L_1 = L_2
Mh, but since I know two inductors in series is equivalent to one with L = (L_1 * L_2)/(L_1 + L_2) it must be possible
Do I maybe need some other property of the inductor other than it’s characteristic v = L di/dt?
wat is this
use $\pdv{t}$ instead, it will save you a lot of time
(Use \pdv{i_i}{t} for partial derivatives)
Oh that actually works. Can I ask how you spotted that?
Does that actually work or is that a package
pretty sure its amsmath?
It's from the physics package
I tried to make i_1+i_2=i appear from the two above right equations, and this came naturally by isolating the respective partial derivatives and expressing them in terms of v
why doesnt the math package have that lol
actually a good question, also why are there no proper dx is a mystery for me
Thank you physicists hahaha
I mean there's $\dd x$
Castroploiin¹
ngl i prefer $dx$ over $\dd x$
$\int_0^1x^2\dd x$
$\dv{y}{x}$
Spacing is kinda odd :p
Castroploiin¹
Yeah so you use something like \; before it
I do $, dx$
Learath2
I like the slanted dx
yeah, that's what I usually do but also using \mathrm{d}x instead of \dd x... Is \dd also physics package?
$\dv{yeiejdis}{hshshdhs}$
Umbraleviathan
\dd is from the preamble
It's defined originally in the physics package I think
can easily just redefine it yourself tho
I actually don't because of differential geometry
I guess I’ll close this
It's from the physics package
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Alrighty I need some helllllppp
I suck a math and I'm trying to learn..
I got this question and Idk how to begin answering it
Set up your average value equation
Is there a yt video or something I could use?
Idk what that means
Cuz I pretty much only know the very basics of math
like 1 + 1 and 2 + 2 lmao
You've done algebra right
Idk exactly what algebra consists of..I know basic multiplication, addition, subtraction, how to convert fractions to mixed numbers/division
Idrk much about percentages
Algebra consists of solving for variables
But I do know a little about decimals
You don't need to convert the percentages since the answers are percentages
The average is defined as the sum of all the elements divided by the number of elements
Which might sound familiar
If we follow that statement, then:
$$80 = \frac{55 + 78 + 84 + 93 + x}{5}$$
Umbraleviathan
And you're just gonna solve for x
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I would like help on how do we get from the first one to the second one, the last step is clear but Idk how to do the transformation
The first step is just splitting the fraction and rewriting it and an extra expansion by 2
$\frac{x}{(x^2+1)\ln{(x^2+1)}} = \frac{x}{x^2+1} \frac{1}{\ln{(x^2 + 1)}}$
Learath2
Now just take the entire fraction on the left and move it into the numerator of the one on the right
Honestly, this feels very very unnatural. Did some online tool generate this?
You can directly u sub u = x^2 + 1
no, this is from my teacher in a practice test
She has a bizarre way of doing integrals than 😄 Anyway, do you get it?
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Can anyone pls help with c?
I’ve attempted it numerous times with no luck so working outs would be appreciated 😁
What have you tried?
I tried integrating by substitution originally but couldnt get to the overall solution because when i derive u i get a remaining x I then tried by substitution and by parts afterwards but wasnt able to work with that because a u value remained
Im able to get to the main chunk of the working out but i cant seem to get the final integral
Im talking about the top question btw! Didnt realise both were labelled C
Okay I still need help with this (I was taking a break)
I took 310 (The total of the numbers given) and then I divided it by 5 which was 62
Now Idk what to do to get the answer
😅
@scenic garden Has your question been resolved?
hellpplplplplplpl
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lets say a and b are playing drums person a taps the drum 10times per second , person b taps the drum 5 times per second . after 2 hours of training you get +1 tap per second. Person b trains 4hrs per week and person a trains 2 hrs per week? in how much time will a and b tap the drum same amount of times per second? Basically I just wanna know if any1 can make an equation for this I just wrote the weeks down but Im sure there must me an equation
if b trains 2 hours per week that means the speed increases by 1 weekly, which can be written as w+5, where w is number of weeks
if person a trains for 4 hours a week that means the speed increases by 2 per week, 1 for each 2 hours
so you would obtain the equation 2w+10
if you want a generalised equation for any number of trainign hours and any beginning speed, we can do that too
let s1 be the beginning speed of person a. Since s1 increases by 1 every 2 hours of training, taking the training hours h1 and dividing it by the number of hours necessary to increase the speed (2) you would obtain w(h1/2)+s1
and for person b just change it to s2 and h2
you can also think of this as a liniar equation in terms of weeks, as the weeks increase so does the speed in a liniar fashion
@hexed shoal Has your question been resolved?
and what would be the equation for this ?
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whats the answer?
So
Since the dice is six sided
The probability of getting 3 on the first roll is 1/6
This is because your removing all possible outcomes except 3
When you remove just one possible out come like removing 4
You’ll have 5/6 as the probability
So 1/6 and 5/6
you can then multiply them to get the overall probability of this happening then
= 5/36
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hello does anyone here familiar in boolean algebra? is (¬A ¬ B) and (AB)' are just the same? what i mean is are they just differ in symbols but they are still the same?
i'm really confused when the apostrophe is outside of the two variables i thought that im going to distribute it to them
so it means that (AB)' is A. ¬ B?
(AB)' means the complement or negation of (AB)? If so, I guess you evaluate AB first
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How do I use "e" on a ti-30xa calculator, all my other calc classes have been ti-84's, there is only e^x on this one and I am confused
Can you sent a picture? Maybe we will find it then 🙂
Can you try the 2nd button and then LN?
So does it work?
I just dont get how to get the solution from it
the problem is (3e^x-3)/x
and im solving for different values
@orchid raven Has your question been resolved?
@orchid raven Has your question been resolved?
Unfortunately with a calculator like that, you have to input one step at a time
You have to enter the number you want for x first, then press the e^ button and it will raise e to whatever power you entered
@orchid raven
So like if you're gonna do x = 2
Enter 2, then press the e^ button
Then multiply by 3, then subtract 3, then divide by 2
I assume there are no single line calculators that have a regular e
But i appreciate the help
Casio has some.
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Hello, im currently doing some review.
I wanted to double check that a line with a slope of 3 and (3,1) as its point is y=3x - 8
(this is for y=mx+b) so i thought i would make sure i am correct? if not please let me know i should redo
alright tysm!
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does anyone know why P cant include the number itself or include 1?
ex:
I = [12, 15] # result = [[2, 12], [3, 27], [5, 15]] rather than [[1,27],[2, 12], [3, 27], [5, 15], [12,12], [15,15]]
<@&286206848099549185> could I get some help please?
1 is not a prime
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FC and EB are bisectors
FA is 4 and AD is 6
I need to find area of BKC triangle
<@&286206848099549185>
<@&286206848099549185>
<@&286206848099549185>
Bro the spam isn’t gonna get your question answered
Also geometry questions don’t get help here often idk why
#geometry-and-trigonometry is partly why
Also what exactly do FC and EB bisect?
Do you mean that the angles are 45 degrees
no i dont know the angles
Then what do they bisect?
they are just halved basically
What does that mean?
FEK=KED basically but idk what it is
Do you mean FAC=EDB?
Because what you wrote doesn’t make much sense
When you label three points it usually means a triangle or an angle
im talking about the angles
So the angle above the line EK equals the angle below the line EK?
Well then the angles are 45
i found BC
Now you can use those angles to fill out all the values
but how to i get the area tho
wait
i got it
yeah thanks for helping i appreciate it
Nw
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are these all the solutions to intervals of 0,2pi?
you're missing $-\sqrt{3}$
riemann
Yeah, besides that would all those angles make up the positive and negative?
I look at an answer sheet it only included the 1st and 2nd quadrant
,w tan^2(4 * pi / 3)
4pi/3 is not in the 1st or 2nd quadrant
are for Co Tangent
alr thank you
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I’m not sure if I’m supposed to use the answer from (i) or how. I’ve tried doing it with integration of rational functions but I don’t think it works with it
So just replace the root x with u and then integrate?
Yeetus
Okay thanks
No worries
But the root x stays the same outside the bracket? Or do I put it as u-1 ?
The substitution should get rid of all the roots
In my head that would just make 1/ u √ x or 1/u(u-1)
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O am trying to find when particle crosses x or y axis
but I am really confused about how
thanks
so I tried integrating acceleration
Distance is 6j
WOAH
i DONT think it’s necessary, since we’re only dealing with one dimension in this part a case
Coz we don’t care about the y position
oh okay
We just want x to be zero
ahh alright 🙂
Or Vice Versa
yep
So for part A we know it has move 6j
yeah to get to x axis
Yea
And u know acceleratatiob in that direction is 2j
And we know current velocity is j
So we can use suvat
ooh cool
s=ut + 1/2 a t^2
this is for maths specialist so we are not allowed to use suvat
And re-arrange for t = sqrt(2s/a)
ik school is fed
So we need to use calculus?
mmhmm
thats what im learning now
Im in australia so it might be different for other countries
Logic dictates v=u+at , integrate that for distance
^^
ok ill try that
With respect to t
okay
I might get it now
will reopen if I need further help
thanks a lot
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I kno this a math server but anyone know physics by any chance



could be



