#help-0
1 messages · Page 925 of 1
(a geometric probability distribution)
P(A) = P(A | B) + P(A | B')
Is it this?
oops not
P(A) = P(A | B)P(B) + P(A | B')P(B')
Is it this????
yes i think so
It's from using this
repeatedly to infinity
ummm
$$\mathbb{P}(A_W) = p + r(q + r\mathbb{P}(A_W))$$
@rich basin ^ A_W = A wins.
Can you see where this comes from
Shuri2060
Expand this.
but then what values of a and r did they use
that would be p + rq + rP(A_w))
it appears because of the ways A can win
A wins in the first turn with probability p
...actually let me just assume you proven part (i)
i'm lazy to type
yeah but values for a and r in the GP
btw without GP, try rearranging what I gave above. I hope its the same answer
well, each term increases by a ratio of r^2
and the first term is (1-r)(p+r)
so
yeah but what about for r
@hasty elkhelp
?????
what o you think>?
in the gp there is an r term but what is it though?
Shuri2060
$$\mathbb{P}(A_W) = p + r(q + rp + r(q + rp + r(q + rp + r(q + r\mathbb{P}(...)))))$$
Shuri2060
I get that when you expand it out
you can refactor to get the answer again
but what about the GP solution?
im checking
did i f that up
$$\mathbb{P}(A_W) = p + r(q + rp + r(q + rp + r(q + rp + r(q + rp + r(q + rp + r(q + rp + r(q + r(...))))))))$$
Shuri2060
ok.........
r^2, looking at the solution
$$p + rq + r^2p + r^q+ r^3 p + r^3p + r^4q + ...$$
Shuri2060
$$(p + rq) + (r^2p + r^2q)+ (r^3 p + r^3q) + (r^4p + ...$$
not r-1
Shuri2060
It doesn't seem to factor your solution
Shuri2060
Shuri2060
$$p + (rq + r^2p) + (r^2q + r^3p) + (r^3q + r^4p) + (r^4q+...$$
Shuri2060
hoho
1-r = p+q
probably wrong
just fyi
No
p + q - pq - q^2
oh i seem to get something
p + q - pq - q^2
= (p + q) - q(p + q)
= (1 - q)(p + q)
= (1 - q)(1 - r)
= (p + r)(1 - r)
yeah, this is the same answer
but fuck this algebra
tadaaaa
welcome to probability
you haven't truly lived until you chop 1 = p+q into algebra spanning 20 pages
i had an assignment like that last semester
@rich basin I think both answers are the same. Including the method
1 + r + r^2 + r^3 + r^4 + r^5 + ... = (1 + r) + r^2(1 + r) + r^4(1+r) + ...
If you rewrite a geometric series like this
you can powers of r as the ratio
Never realised this before tbh.
‘
The one here is quite different
Shuri2060
$$=\frac{p + (1 - p - q)q}{1 - r^2}$$
Shuri2060
$$=\frac{p + q - pq - q^2}{1 - r^2}$$
Shuri2060
$$=\frac{(p + q) - q(p + q)}{1 - r^2}$$
Shuri2060
$$=\frac{(1 - q)(p + q)}{(1-r)(1+r)}$$
Shuri2060
$$=\frac{(p + r)(1 - r)}{(1-r)(1+r)}$$
Shuri2060
$$=\frac{p + r}{1+r}$$
Shuri2060
like magic.

How did you go down there
god now i realised how bad that inclusion exclusion was lol
LOL
not even sure u can apply it on that kindof problem
much more complicated than counting positively
PIE is so prone to errors it's good to save it for truly desperate times anyway
Principle of Inclusion and Exclusion
yh ok
maybe if i do PIE and then permute after
permute the order after
for each individual case . . .
uhhh

Now can you please explain the GP solution?
Shuri2060
@rich basin All geometric series can be written with ratios that are powers of r
ok?
the above is a general r
$$a + ax + ax^2 + ax^3 + ax^4 + ax^5 + ... = (1 + x)a + x^2(1 + x)a + x^4(1+x)a + ...$$
Shuri2060
So if you expand this
this has ratio r. If I bracketed it another way, I could have ratio r^2
Yeah
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Did I do it right?
Thanks
i think that's it tho
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I’m stuck on how to label this triangle cause I tried different ways on another piece of paper but it’s not working, can someone plz help, would be much appreciated
huh i think you just have to write what the angles are
Am I supposed to write 21 at the beginning and 35 at the end or…
Thx for the fast reply
theyre headings
so you were going 90 degrees
saw the cloud
then changed direction to 21 degrees north of east
makes that angle 21 degrees
idk if thats what youre asking
then you know the other angle since its given explicitly
,calc 180-35-21
Result:
124
So first angle is 21 right?
yea
And the total length of the triangle is 70 for the base or is that for when I split the triangle
And the top angle is 35?
no
yup
And I’m confused about the 70 still
Is that the full triangle base because I didn’t know if u said no to that aswell
well 70 is the distance from where you leave your original bearing to where you rejoin it
so between the 21 degree angle and the 35 degree angle
you can imagine a side of length 70
you can use whatever method you want
if it were me yea id probably split it 
since i dont remember anything cool from geometry
i guess law of sines maybe?

actually yea, law of sines id probably use
Ok
Thank you
Wait how do I use sines in the formula cause I only have one measurement being 70
thats fine
youll need to solve for the remaining angle
law of sines says the proportion between the sine of an angle and its opposite side is preserved for every sidelength/angle pair in the triangle
so make one pair from the 70 and the now-known angle
and another pair from some unknown side and a known angle
this is enough information to get the remaining side in that equation

So this is half the triangle
i suck at math and just 4 mins to submit my assignment
And I don’t know how to solve the side lengths
yea thats gonna be hard toasty
i think law of sines is going to be easier here
were you able to try using it?
Wait was 70 supposed to be at the bottom
yea lol
no
Wait 70 was half the triangle
no
Wait it’s full
you dont know what proportion it is
you could figure it out 
this all seems like more work than its worth
shit sorry
someone just responded to my 2 day old question on another server asking for help
It’s fine lol
huh?
Cause I was taught to split the triangle
Oh wait nvm
So I add them together
And get the top angle
But how do I split that triangle to get the answer
Wait so if I do sin 21 degrees
That’s the answer for B length?
Wait nvm I think I get it
Thx
no
Ye after that response I think I’m wrong lol
Yup
pull out some equation that has A as the only unknown
$\frac{\sin 35 }{ A } = \frac{\sin 124 }{ 70 }$
jan Niku
by tricky tricky algebra rules, its okay to just flip these both
$\frac{A}{\sin 35} =\frac{70}{\sin 124}$
jan Niku
then isolate for A, so multiply across the sin 35
$A = \sin 35 \frac{70}{\sin 124}$
A = (some number)
jan Niku
Oh
,calc sin(35) * 70 / (sin(124))
Result:
30.102619858852
about 30
Wait so the equation is that to get side A
yup
as you can imagine maybe the process to get B is almost identical
only sin35 changes
Wrong cat lol
I’m can you go over it one more time just so I don’t screw up for side A
Then I should do the rest easily
you wanna vc?
Sure
you dont have to talk
Ok
Ok
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Can someone help me out with this question
@tardy robin Has your question been resolved?
<@&286206848099549185>
@tardy robin Has your question been resolved?
.close
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pYTHAGOREAN tHEOREM
k
Bruh.. Why'd you open two..
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help plz
@valid rivet Has your question been resolved?
Can i ask for help please with calculus?
bro said help, didn't ask a question, then came back to tell the bot their question wasn't resolved lmao
lol
@valid rivet Has your question been resolved?
@remote heron thanks so much, I took a quiz after you helped and got 18/20
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@undone agate Has your question been resolved?
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with ?
- first
Find fog(x) and then find fog(0) and equate it to -8
You'll get a quadratic eqn. Solve it for a
wait i find fog(x) already
i'll take a leave ig u guyss can help
Eh?
if that looked complicated feel free to ping
So after f(x) found what should i do?
OOO OK LET ME TRY
this is the step where i dont write lmao
cuz i dont think that way
do uk what fog(x) means ?
yea
f(g(x)) right ?
what is given ?
fog(0) = -8 right ?
cuz my previous answer fog x was an equation that has a in it
yes
Put x=0
ok imma try to understand it
see fog(0 ) = f(g(0)) right ?
I actually dont understand a single thing about this because this is a question that my teacher randomly gave to us
this u understood ?
Yeah
what is g(0) ?
but why this fog(0) = f(g(0)) = f(a) [ bcos g(0)=a]
I'm explaining that only
?
hold on let me try it
see the qn and tell
btw do uk what f(0) or g(0) means ? @hot smelt
i dont really understand it cuz why the 0 replaces x?
and i dont know how to find g(0)
read the question
oh
ok
what is qn sorry i dont know
Short form for question.
oh lol kk
(0) means replace x with 0
yup
OOOOOOOOO THNAK YOU
so now tell what is g(0)
g(0) =a ??
yeaaaaa i see
now replace x with a then equate it to -8 and find a
k
a=-1/3 and a=-2?
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Yes
but why is it not 10p3?
Wut
Why
Ohhhh
So there’s 10 ways of choosing 1st point
9 of next
And then 8
So 10p3
Got it
oh i see, got it guys, thank you very much
Dayum
or 10c3
This
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yee i was explaining ciao
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so can you help me with this?
With what
I mean this is basic matrix multiplication
Which I hate
Do u know matrix multiplication
yea
but i dont know what to do
should i go to a different help
?
or someone will come
do you know the property that each matrix satisfies it's own eigen equation?
if not, just get A^2
by A*A
then just put in all the values the hard way
it's a bit long, but doable
can explain a little more
just explicitly compute the left side A^2+…, it should simplify to 0 matrix
this is cayley hamilton for 2x2 so using it here is circular
fair enough, by bad
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how to do this one
you could first consider whether 50 is:
-a multiple of 3
-1 less than a multiple of 3
-2 less than a multiple of 3
to first determine which column the plane will be in
yes
the relation between the row number and the plane number is much simpler
and you should be able to see that without much effort
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8a.
assume 7x=t
Ok
missing dx
:(
so $$ 8/7 \int e^t dt $$
Dev Shah
what
ThickduckPlayz
if you don't write the dx you will not be perplexed as to where the 1/7 factor came from
also, $\frac{8}{7}$
Ann
ye, thanks :)
OK is there like a rule or something?
Like $\int{e}^{f(x)} dx$
ThickduckPlayz
$$ \int{e}^{f(x)} f`(x) dx $$
Dev Shah
Dev Shah
+c
yeah +c, thanks
yup
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Hello, how I can find the diameter of a sphere if I have the a
the a?
^ the surface area?
yes
do you know the formula for the surface area
4 pi r^2 ?
take the formula for surface area of the sphere and solve for the diameter (or radius and multiply by two)
yes
a / pi ?
yup, that would be the first step
oh actually, I think I helped you with somethign simlair, xyz
and / 4 ?
yes ^^
diameter
r^2 = a/4pi
$\frac{a}{4\pi}=r^2$
Luca
awesome, two more steps
√r^2 ?
that's right
i have the r
$\sqrt{\frac{a}{4\pi}}=r$
alias
r * r
r * r would be r^2
if you multiply by r you go one step back
we want 2r
r * 2
that's right
okaaay
$d=2r=2\sqrt{\frac{a}{4\pi}}$
perfect!
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could anyone help me with part b, I have no idea where to start from
$-x^2+4x+k<0$, so
$x^2-4x-k>0$
alias
find the roots of the last quadratic, and figure out if it'd be smaller between the roots or outside
find the value of k?
nah, find the value of x in terms of k
ohh
just do it like a normal quadratic inequality
you'll find out what k CAN be to make x < 0
would you need me to help with that or should you just try?
sure I guess, I dont really know what to do after finding x
when you solve the quadratic $x^2-4x-k$ you'll find solutions for when it's equal to 0. at what points would x be smaller than 0? would it be between those values or outside?
alias
here's a graph of an unrelated quadratic, it has 2 points when it's equal to 0
hmm
in this case, between those 2 solutions it's smaller than 0, but outside it's greater than 0
without a graph, you can figure that out if you just take your quadratic and put a value outside the roots and inside, and see when it's smaller or greater than 0
makes sense?
what do outside and inside mean?
i'm talking a little visually here. if you look at the picture, you can see the 2 roots , right?
yes
when x is greater than the 1st root but smaller than the 2nd root, it's "between them" on the graph
ohh
and in the case it's "between them" it's always negative
so do you know what to do now?
i'll walk you through them. i've rearranged the inequality $-x^2+4x+k<0$ to be $x^2-4x-k>0$ (dividing by -1 and 'flipping the signs') because having a negative x^2 is nasty
alias
Compile Error! Click the
reaction for more information.
(You may edit your message to recompile.)
okay..
my goal is to find the points where $x^2-4x-k = 0$ in terms of k, and then find out if a value between the roots in terms of k would be greater than 0 or smaller than 0
alias
for example, if the "roots" were 2k and k/2, would k be positive or negative? if k was positive the points between 2k and k/2 would be positive
1 sec
k would be negative
right, i'm gonna show you how to solve it now
i'm gonna use the quadratic formula on $x^2-4x-k = 0$
alias
$x = \frac{4 \pm \sqrt{16+4k}}{2}$
alias
understood
$x = \frac{4 + \sqrt{16+4k}}{2} and \frac{4 - \sqrt{16+4k}}{2}$
alias
these are the points that $x^2-4x-k = 0$
alias
now that we've got that, we need to find where x^2-4x-k > 0
1 sec
here's a visual
we know that anything starting with x^2 would be "positive", like a smiley face
so we have this
yeah
between?
nah, remember
our straight line is where y=0
the red area (between the roots) is below that, so it's negative
we need it to be positive
yeah
so it's basically the stuff in green
remember, our roots were
$\frac{4 + \sqrt{16+4k}}{2} and \frac{4 - \sqrt{16+4k}}{2}$
alias
let's say the root i drew on the left was $\frac{4+\sqrt{16+4k}}{2}$, and the one on the right $\frac{4-\sqrt{16+4k}}{2}$
yea
lol
oop
thanks, doc
anyways, we know x would be positive when it's smaller than $\frac{4-\sqrt{16+4k}}{2}$ or bigger than $\frac{4+\sqrt{16+4k}}{2}$
oh fuck
that's been fixed
anyways, we can say this final statement
$x<\frac{4-\sqrt{16+4k}}{2}$ OR $x>\frac{4+\sqrt{16+4k}}{2}$ for x > 0.
alias
can't be both, only one
@manic pike did you get that? sorry if my writing got confusing haha
alright, just read over that a couple times so you know the plan for next time when you have a question like that
There is a slight shortcut
for this particular question
@manic pike do u notice the function only changes sign at the roots
when u rearrange it?
f(x) = quadratic
imagine the function as you move to the right along the x axis
The function wont change sign (go from positive to negative or negative to positive)
Unless you cross a root
So there are 3 regions for a quadratic. If you just consider the sign.
oh
Sometimes to check the sign. You find the roots. Then you can just try a point between the roots. And see the sign. Maybe this is confusing
Here, you might notice x = 4/2 must be between the roots
but yeah, just in case that helps
np!!!
close the channel if you need to with .close
btw that's a super challenging question, so i'm glad you understood. even i struggled a bit trying to wrap my head around it haha
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i have a succession
a_(n+1) = a_0*a_1*a_2*a_3 ... *a_(n-2)*a_(n-1)*a_n
how am i supposed to take it to analytical form
i have literally no idea where to begin from
What u mean by analytical form ?
Ohh
This is a bunch of factorials
A_n+1 = (a_n)!
What is a_0 first
it's the first term
not how factorial works
it's not though
Oh wait
it's a succession
I thought it was consecutive terms
not 1*2*3*4*5
issokay
well, let's take a_0 = n. then, a_1 is also n, and a_2 will be n^2. you can kinda continue this to see where the sequence goes
why would a_0 be n
Geometric progression ?
...no? why? why would it be a geometric progression?
Uhhh
Nvm
Why not
now this definitely isn't true
U just said a0 is x
1,1,2,4,8,16
it goes n, n, n^2, n^4, n^8, n^16, n^32, ...
Then a1 is x
GP in powers except the a_0
epsilon wants help? 
Ye
Everyone in this world needs help at one point or another
And I’m just a high schooler
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.reopen
✅
whoops didn't see that
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Hello, in excel I have a set of 10 numbers in a column. I would like it display somehow the order of the number from lowest to highest. I am looking to have another column next to it to display this. Is there a way to automate this?
Something along the lines of the picture.
Im actually using Google Sheets, my mistake.
Oh...
Oh well.
I just meant you could use VB Script
A little loop through the cells.
Or ya need to wait till I create a complex mesh of excel formulae
And see if it works.
After my dinner tho
Sure no problem, Ill wait
@weak jacinth Has your question been resolved?
No worries
Jaja is a joke
In gartic phone i do the same joke
Eh. I suppose I got an answer.
Is very complicated tho
And difficult to reproduce.
@weak jacinth
Is there no easy way to do it?
Um not other than using VBS
It works fine with every value I put in these 10\
Well the formula
Just a min
The whopping-ly large formula
For every cell?
What exactly are you trying to do?
Some excel stuff he wants to automate
Because if you're trying to sort, there's a built in sort button
I need it to display a number, because i also have to input some numbers so it would move it all around.
@median dirge Will it work if i just copy the formula you sent?
=IF(LARGE(A1:A10, 1)=A1, 1, IF(LARGE(A1:A10, 2)=A1, 2, IF(LARGE(A1:A10, 3)=A1, 3, IF(LARGE(A1:A10, 4)=A1, 4, IF(LARGE(A1:A10, 5)=A1, 5, IF(LARGE(A1:A10, 6)=A1, 6, IF(LARGE(A1:A10, 7)=A1, 7, IF(LARGE(A1:A10, 8)=A1, 8, IF(LARGE(A1:A10, 9)=A1, 9, 10)))))))))
What exactly do you mean, display a number?
Just change the bolded values for every next cell.
And this is only for 10 cells.
If you know how it works, you can expand it
Im going to try it real quick, and that formula is for every cell correct?
.
Youre using Google Sheets
?
yes
Wait lemme test it
I used it on Excel because Ive had a fair use of this IF function
sure
If you're honestly just sorting from biggest to smallest, just sort it that way
Im sorting from biggest to smallest, but instead of it swapping things around I want it to display a number.
That works awesome. Is it possible to switch it to smallest to biggest? If not thats fine
yes
I honestly think biggest to smallest is better than assigning a number. Because then you don't have to search and find every value you need, it'll be in order
In all of the formulae swap LARGE with SMALL
Do a replace.
But yeah it will work only for ten cells, and for the cells in range A1:A10
Since you want this automated and not to change positions post-sorting it only complicates stuff, otherwise, the sort function was really good.
Youre correct, but i need it like this specifically. Thanks for your advice though.
@median dirge Thanks alot, its perfect!
Welcome
Dont mess up the brackets anywhere
Or the cell ranges
If youre stuck, ping me or DM me
Will do thanks again.
Welcome! G'day
can someone explain to me why n! + 1 isnt always prime?
but consider n = 4
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oh sorry thought I was in available, apologies.
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Ok
@gloomy portal here
Tysm epilson nought you are very helpfull
Ok
Has the room opened
Post your question
Where sorry
Okay
Okay so the thing is I kinda understand i need to square the first then multiply the product by 2 then square the second
But how I square these
When there already squared
They want u to expand them
No find the square
Okay I’ll let you do the teaching
think the question is just poorly worded
and you should just expand the expressions given
Epilson nought after this down for a round of chess you to ramonov
Ok
You there if your concentrating sorry to bother
No
I'm here
So to square something
U multiply it by itself
For example in 1 u multiply y^5 -9x^4 by itself
Can u do it
Ummm
Sorry this seem a bit to advanced for me
I am used to Australian curriculum
They don’t teach us this stuff
At this year level
Ok
Can you write down answer and explain please I want to learn so badly how to do this
Oh okay
$$(a+b)^2=(a+b)(a+b)$$
Shuri2060
expand.
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hello I need help reading this
For all epsilon greater than 0 there exist k_0 element natural numbers. you can go from there
: means such that
I got that first part right but with the part starting from the colon, I am getting confused
not necessarily
here it is just dividing the quantifiers and the statement
I dont think i would translate it as such
The part after it?
well, I'd appreciate to have the whole transliteration
Do you get the inequality?
as I am practicing rewriting these
We dont need to give that right?
if you are practicing you should know what the symbols mean right
uhm yes. I got it
Another way to do this is:
You give me a positive e.
I will be able to give you a natural k0 so that
For any k >= k0 you give me
This inequality holds
===
In terms of a more intuitive explanation
???
its literally an imequality
surely u dont need to write the entire thing
in 100% words
eight minus epsilon is ...
ahhhhh I see. I was just curious. I think I got it now. You're such a great help
oh forgot to close it
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An average of 6000 passengers a day takes the city subway trains at the cost of $3 per ride. The city board is thinking about raising the price to $3.50 per ride in order to generate larger revenue. They talk to a consulting team whose study shows that for each $0.50 increase in price, the number of passengers would be reduced by an average of 1000 a day. The consulting team suggests the city board should leave the price of $3 per ride since it already yields the maximum revenue. Prove that the consulting team is correct.
6000 * 3 = 18000
5000 * 3.50 = 17500
@opal monolith Has your question been resolved?
<@&268886789983436800> ^ occupying 4 channels
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can someone tell me if im wrong? Im trying to prove to my teacher that angel 5 is equal to 3.
do u mean prove 5 is 30?
wrong use of parallel
well, that is assuming that the line segments forming angles 5 and 3 are actually just two lines intersected
im trying to prove that angel 5 is the same as 3
if that's the case, you can use the vertical angle postulate
and not a proper proof
Vertical Angles Postulate If two angles are vertical angles, then they are congruent (have equal measures)
that's circular



