#help-0
1 messages · Page 420 of 1
what you got as simplification was wrong
why
well I dont know where you made a mistake cause you showed no steps
the 2x is inside (2x+1)^2
here first i made 2² and it gave me 4 then 4+1 = 5
ok ill check it again
but i wont touch that numbers
but what can i do with that?
first expand (2x+1)^2
4x+1?
'k
foil is a way to remember how to multiply out brackets like that
(a+b)(c+d)=ac+ad+bc+bd
first terms, then outer terms, then inner terms, then last terms
f-o-i-l
isnt 9x right?
how did you get rid of x
9x + x = 10x
(2x+1)(2x+1) is not 9x, no
do this
k
its "a * c + a * d + b * c + b * d"?
yes
ac+ad+bc+bd
2= a
1= b
2= c
1= d
yes
yes
ok finally
one good
mmmm
then
ac= 4x²
ad = 2x
bc = 2x
bd = 1
4x² + 2x + 2x + 1
4x² + 4x² + 1
8x⁴ + 1
its right?
@mortal trellis
2x+2x is not 4x^2
I dont know what that means
no
@mortal trellis
well at least now the simplifcation is correct
lol
I am not familiar with this specific notation of polynomial division tho
ohhh
nothing to do then
it's something at least
ty
<@&286206848099549185> anyone can help me?
what could be the error
Hola
El ruffini en sí está bien hecho
pero se te ha olvidado el término independiente
o sea, tendrías que haber puesto 2 1 5 0
arriba
@uncut siren
aver
pruébalo y me dices
pero @fringe scroll
dime
no
sigue siendo 6 y el ruffini tendria que dar 0
-1 x 6 = -6
eso
-6 + 0 = -6
entonces te queda
porq ese es el objetivo del ruffini no?
2x²-x+6, resto - 6
no, ruffini es una división
estas seguro
si
confio en mi gente
puede ser que te hayas equivocado al simplificar, pero si lo has simplificado bien puede darte algo que no sea 0
es que
en todos los ejemplos da 0
por eso digo
todos los de youtube
por decir un ejemplo @fringe scroll
es que ruffini se usa para las dos cosas
de nada
pero rápido que tengo sueño
ok
jaja
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could someone explain to me plz where they get 'n-k' from?
why is it n-k divisions and assignements
dont rly get that
<@&268886789983436800>
dw i understand, totally out of all the mods control
This notation is terrifying but it's because k+1, ..., n is n-k different numbers
ohh that makes sense
thank u
no problem :)
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i need help
First of all, factor out the nines.
@fiery reef Has your question been resolved?
@fiery reef Has your question been resolved?
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Whats the bottom n?
a subscript
Ah ok, looked it up from there. Just wasnt even sure what I was searching for. Thanks lol
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Here I am confused what happens to it horizontally?
shifted left by 5, stretched by scale factor 5 and reflected in y
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Sorry I am still confused.So it would be horizontally stretched or compressed by 5?
Which one?
<@&286206848099549185>
stretched
it would be compressed if it were -5 rather than -1/5
does the opposite of what you may expect
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I am doing very basic topology and was practicing for an exam. The question was basically to determine if
[B = {(x, y) \in \mathbb{R}^2 : |xy| \leq 4 }]
is closed.
The correction said that we can define the function
(f : (x, y) \mapsto xy) which will be continuous and since $B = f^{-1}([-4, 4])$ and [-4, 4] is closed in $\mathbb{R}$, B is also closed. However this solution seemed a bit weird to me?
In our handout it is said that if F is a mapping from a metric space ((E_1, d_1) \longrightarrow (E_2, d_2)) there is equivalence between "F is continuous" and "if U is a closed set of (E_2) then (F^{-1}(U))" is also closed. However isn't the f proposed in this without inverse, since it's not bijective? Or is the proposition in my handout wrong and this is true even for such "fake inverses"?
mippen
can someone help me to solve this ?
! occupied
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F^-1 doesnt mean inverse here, it means preimage
Oh okay, that makes a lot more sense, thank you! Is there anyway to tell the difference in notation? If I hadn't stumbled upon this training question I would've probably continued to have the wrong idea of the whole thing
i believe that f^{-1}(U) is the inverse image, or the preimage of f on U
oh my... I'm too slow
generally when you say f^-1(set) you generally mean preimage
That's embarassing 😅 , guess I haven't been paying close enough attention
Thanks to both of you! :)
in topology etc its quite rare that functions actually have inverses
preimages are much more common
Yeah, I guess I just heard about inverse functions first and mentally erased every time I heard "pre-image" from my mind. Gonna close this now to leave space for others!
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could some1 explain this problem to me? i know it has something to do with pigeonhole principle but idk where to go from there
@clear hull Has your question been resolved?
which answers have you eliminated?
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i havent really eliminated any i just dont know where to start with pigeonhole
X is indeed bigger than Y
so which answers can you eliminate by doing that?
(Im making sure you understand what the answers are saying)
and just to make sure thats because |X| > |Y| implies that at least two distinct elements map onto an arbitrary element in the codomain?
yes
also D, because then |X| < |Y| would be allowed and that cant happen
now consider if |X| = 2|Y|
you can come up with a way to map up to 2 elements to X to one element in Y, right
i dont quite get this part, why would |X| < |Y| be allowed? since n is multiplied to |Y| right so wouldnt there exist an |X| > |Y| and |X| < n|Y|? like |X| = 7, |Y| = 6, n = 2
|X| < Y < n|Y|
reread it
the answer cant allow wrong answers
gotcha gotcha
yeah just both elements mapping to the singular y in Y
now say I introduce one more element
it would be inevitable that three elements map to a y
you can argue that you tried to minimize this by having 2 elements -> 1 element everywhere, and then theres this one extra that needs to map somewhere
that is using the pidgeonhole principle, where you show that |X| > 2|Y| must mean """ |x| > 2|y| """ (those are in big quotes because thats not how its typed)
ohhhh i think i get what you are saying
you can think of it as
so if |X| = n|Y|, then for every n elements in X you can just map it to a distinct y in Y
yea
heres a funny way of thinking about it
youre trying to overbook a plane by making n passengers sit in a seat
so you naturally can get away with placing n * number of seats passengers in the plane
if one more comes in, if |PASSENGERS| > n|SEATS|,
then theyre not going to fit in the plane
stand in the aisle maybe
wait idk if my brain is just not working right now, but if this, doesnt this imply that there are n distinct elements x1, ..., xn s.t. f(x1) = ... = f(xn)
hmmm
then why wouldnt the answer be |X| = n|Y|
cause thats what the question is asking for right
oh right
|X| > n|Y| already works
so if its really supposed to be |X| ≥ n|Y| thats cool but you just choose an answer that necessarily must work
np
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Please don't occupy multiple help channels.
Someone
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as this action is irreversible, and this channel may abruptly lock.
bruh
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anyone mind helping me on this 1?
can i get a solution for this problem:
wrong channel, buddy.
whops sry i just joined
np
still need help :)
hi
mind helping me with this problem?
@pure mural Has your question been resolved?
can i get a solution?
@pure mural Has your question been resolved?
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Yo
(who are you talking to)
It's been 17 minutes
why you open another channel?
it's been 8 minutes...
your other channel was open for 8 minutes mate
thats just trig and how the functions relate to eachother
What do I type In on youtube
💀
well certain trig functions are positive or negative based on the quadrant
Tutorial on using the quadrant rule in trigonometry.
YOUTUBE CHANNEL at https://www.youtube.com/ExamSolutions
EXAMSOLUTIONS WEBSITE at https://www.examsolutions.net/ where you will have access to all playlists covering pure maths, statistics and mechanics.
https://www.facebook.com/examsolutions.net/
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something like this will help?
Thank you @storm elbow
'find other trig functions from one given ratio' or some nonsense
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This is what my textbook has written down. I am so confused. Are these not directly contradicting each other? The harmonic series diverges but that same sequence would converge at 0. Then this theorem says that a sequence converging at 0 have a convergent series. But the harmonic series is clearly divergent despite its sequence converging at 0.
no they are not contradicting eachother
it does not say that if the limit of an -> 0 then the sequence converges
it is saying that, if the sequence converges, then it limits to 0
this does not guarantee that any sequence which limits to 0 is convergent, as your example of the harmonic series shows
The theorem is not an "If and only if" theorem
Ohh
My professor explained it the other way around in class
I was so confused 😭
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If it's R * (2pi+R) you get 2piR + R^2
ab × c = abc not ab × bc
Oops
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how is it confirmed that the solutions of denom are the vertical asymptotes here?
i'm guessing any num/ 0 = inf
in general vertical asymptotes will appear wherever the denominator approaches 0 (while the numerator does not). to confirm you can check that the numerator does not equal 0 at the same points
okay
if a fn doens't have a denom
does it mean it wouldn't have vertical asymptote?
if it's a polynomial then yes, but other types of functions (e.g. logarithms) it can be more complicated
u're right, gotcha
one last ques
is there any relation between asymptotes of fn and inv fn, does horizontal asy become vertical asy or anything similar?
google search answers that i guess
anyway unimp, just curious
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I'm lost. So far I have that a and b are relatively prime and I wrote a as a product of distinct prime numbers
should I go about it where I should write b as a product of distinct primes as well, and given that a|bc write that ad=bc
I would first write out bezouts identity
There’s an very easy proof with this
I know that that's the simpler way, but I don't know how to apply the fundamental theorem of arithmetic
yea for sure i was just asked to use FTA
I proved it earlier with bezouts
I mean it kinda follows directly from this
Since you would have the same set of prime factoring
And gcd(a,b) is 1
so I was on the right track by using ad=bc?
You basically had it yeah
epic
It’s just one step away literally
Ofc have a good night
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$\int |f|$ converge $\implies \int f$ converge
Adam Chebil
Absolute convergence implies convergence
[\left | \int_D f\right | \le \int_D|f|]
maximo
this is part of the intuition behind it
i got that one
but how does that relate to the first assertion ?
if the integral of the absolute value is convergent, and so bounded, then the absolute value of the integral will also be bounded
what class is this for?
i think it's the equivalent of calc 2
does this make sense?
it does
on a bounded domain this should be enough intuition
as for integrals to infinity, we would also like to check that the integral doesnt oscillate or act up in a similar way
but i still don't understand why absolute convergence imply simple convergence
you explained why the abs value of the integral is bounded
[-\left|\int_Df\right|\le\int_D f \le \left|\int_Df\right|\le \int_D |f|]
maximo
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find E[min(X,Y)] where X,Y are iid standard uniform random variables over the unit square in R2
@craggy dagger
@molten pivot Has your question been resolved?
<@&286206848099549185>
<@&286206848099549185> '
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e
I have a doubt about how to prove this. My sir tried to do it by induction but his answer key is wrong
oh nevermind he made a mistake in has base case
should be n=1
gosh I fucking wish my sir taught me maths for hours
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Help
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Hi, I am really stuck on how to graph sin and cosine with the phase shift and vertical shift. And for tan and cotangent graphs how many graphs do u have to draw and same issue with phase and vertical shift. Also how do u graph csc and sec
thank you!
so am I let me know if you get an answer
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how is this simplified
ahhh
I'm trying to simplify it now with that
give me 1 sec
okay that makes sense, ty
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@viscid surge
i think i figure it out
i figured out the sin and cosine
but not the tan and cot
and csc and sec maybe i figured it out?
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Could someone explain what the question is asking exactly?
Some examples of elementary row operations (i think):
R_1 = R_1 + R_2
Swapping two rows
R_1 = 2*R_1
if you apply E1 to a matrix A from the left
what elementary row operation does this perform on A?
Any hints?
hint: do it and find out
does this look right?
So the row operation is R_2 = \lambda R_2
yes
give me second
idk how to do that
use #help-24
thx
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can i please get some help
Please don't occupy multiple help channels.
i dont have another one?
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help pls
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I am confused on how to set up the equation on this problem
<@&286206848099549185> 😔
Hey
Wsg I’m confused on this problem
Okay what's the question?
This?
Yes
step 1: find the question
Lol
We got step 1
its kinda hidden
mb
but I know you’re supposed to write an equation using the info given but my brain ain’t working rn
So you can set 3 equations up
So first denote a variable to Joni's time when painting alone
Then we get the following:
Trinidad alone: x-6
Joni alone: x
Trinidad and joni: x+2
Would the equation be 1/x-6 + 1/x = 1/x-2
Nope
Why not
Hang on lemme re-read the question
Trinidad alone is 6 hours faster than joni, so that's x-6.
x-6 is 2 hours slower than both, right?
The difference in x-6 and x is therefore 8
So x-(x-6) = 8
No it’s 2 hours slower than Joni and Trinidad together
That's what I meant
But you said just Joni
I meant both
Piss off
Fr
Anyways
We know Trinidad alone is x-6
And both is x+2
And we know they're 8 hours in difference right?
I’m confused how you got x+2
Ah I misread it 🗿
So together, they take x-2, agreed?
That’s what I would think but it doesn’t make sense how it’s slower than just trini which is x-6
Oh lemme try it
I’m like that means we have no x
Yeah this question is dog shit
Spam a random answer and see what it wanted?
The wording is appalling idk what it wants
Yeah I know now look at the actual answer 😂😂😂
Well I asked a couple of AI’s and they couldn’t do it saying there is no answer 💀
That's what I'm thinking
Not enough info
The fact that both slows Trinidad down means that it's not possible, right?
Nowehere does it say that Joni's time alone is proportional to her affect on Trinidad
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@sacred pebble Has your question been resolved?
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Got a sketch yet?
So in class, how have you solved these kinds of problems?
just trying something new
Ok! How comfortable are you with slope and distance formulae?
You'll need to find the slope of AC in order to generate BD, which is perpendicular to it
oh thanks a lot
Couple ways to work out the distance from B
what is one
Finding the point where AC and BD intersect... let's call that point O
BO will be equal to OD
np
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just been struggling on how to enter it and confusion with notes
I've been struggling with this question for a bit and not sure exactly sure what im doing wrong
this is a bit confusing lol
You may want to review interval notation -> https://brilliant.org/wiki/interval-notation/#:~:text=Interval notation is a way,inequality or system of inequalities.
Parenthesis are used to show a lower or upper bound while square brackets are used to show that the limit is inclusive.
Interval notation is a way to describe continuous sets of real numbers by the numbers that bound them. Intervals, when written, look somewhat like ordered pairs. However, they are not meant to denote a specific point. Rather, they are meant to be a shorthand way to write an inequality or system of inequalities. Intervals are written with rectang...
I'm not sure how you got to (-2, 0) for it's range, but the range should be the set of numbers that the function is capable of producing as output
i was grabing for straws at that point, i just switched the numbers around and was being told that it was wrong
im just at my wits end lol
I see, you might consider a vocab table and/or flashcards for the terms
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how do you know its 1/16
by calculating the odds
why is the denominator 16
it's probably simplified from a different value
do you know how to calculate odds?
number of favorable / number of possible
yeah, use that, find out what to put above the fraction and what below
I'm sure you can figure it out
can u help
what would count as favorable?
dart landing in A
so how would you divide favorable/total?
im asking how they found the number of total possible / favorable not how to divide them
start by calculating the area of the circle, and the area of A
12.57 area of A
201.06 area of circle
u cant simplify
what does your calculator say...?
419/6702
i tried on ti 84 and online calculator
I know the problem
ok
im not
yes you are
ah yeah I didn't even realise you don't even need a calculator
look you can cancel the pi 🙂
yeah
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is tangential acceleration of point P negative or positive?
which direction is the acceleration? clockwise or counterclockwise?
@subtle blade Has your question been resolved?
i thought it was pointing down
because the bucket is reaching the ground
but now im thinking im wrong on that
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How do i solve this compound interest question?
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For a vector calculus course I am taking, k=x and L=y. I tried to start it but I believe I must be going wrong somewhere
“Do no use”
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can i get some help with a geometric proof
Please show the original problem, exactly as it was stated to you, with the entire original context. A picture or screenshot is best. If the original problem is not in English, then post it anyway! The additional context might still be helpful. Do your best to provide a translation.
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has it resolved itself?
if you meant a geometric proof then you just show that it includes 5x the other shape
or more elegantly: 4x the copy of the initial triangle
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Yo
Can some one help me on my algebra 2 homework
can i ping u in a channel
sure
and directly post the question :)
The first one
I have a 3 page packet
Can you help me out finishing it
It is due next period
,rotate
what have you attempted so far
well it requires W-Lambert
which I presume you hadn't so far?
ok, then you're probably meant to find it iteratively
np
using the calculator you'd likely either get an immediate result
or, if you've practised that way in class, you can find the solutions iteratively
because you know that 2t+5 is linear
and 3(1.43)^x is exponential
so they have at max two intersections
especially since they say "to the nearest tenth"
you shall likely approximate
@paper creek dyk how to approximate them?
Nope
or which method you used in class for it
why 🐛
we want to approximate:
which is equivalent to
now, what we want to do is interval-wise approximation
by taking some starting interval
and making it smaller repeatedly
here are the graphs visualised
so we'd want some interval (here in green)
that we can make iteratively smaller
which we can do using the derivative!
meaning that if the derivative is the positive, we can minimize to the left
and for negative derivative we can minimize to the right
if you had a different method before then mention @paper creek
for the derivative one would find that at 1.741 we have 0, so that's where we can set the starting point for the intervals
and since we search for at max 2 intersections
we'll have two intervals
a similar but slightly different method would be to instead have a climber, that remembers his last position
and goes half the step size each iteration
also left/right depending on the derivative
welp :/
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Physics, Electric Flux
i dont get items 2 and 3
and I think item 3 meant the same situation in item 2 instead of 1
but my answer for item 1 is inward, idk if that's correct
and my answer for item 4 is 0
and for item 5 i just dont get it
2 & 3: the amount of flux is related to the angle between the surface normal vector and the electric field
4 & 5: Gauss' law applies here
@subtle cloud Has your question been resolved?
does the answer look like cos(0) and cos(360°)
is the answer for item 5 equal?
like the electric field lines passing through the surface is equal to the ones entering it since there's an equal amount positive and negative charges
I ignored the values of the charges and just based on the signs of their charges idk if that's right
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How can I get the equation of the path? I already got the x and y components with integrating and I also tried to substitute the t in the y equation but that doesn't work.
That's the right answer, but I don't know how to get the rectangular equation.
the parametric equations are crystal clear, but idk how one should get to the euqation of the path.
one thing you can do is find y in terms of x
as in, just find out what t is in terms of x
and substitute that in y
there will be a +-, which is why you then square
and simplify
I'll try that
If I plug the t in terms of x in the equation of y, then I can't get this form even through simplifying and why / how did he get the y on the right side of the equation
when I express t in terms of x I get:
t = ±(x-0.75)^(0.5) + 0.5
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Hello everyone! I'm having a problem with this question where the answer im computing is not in the same formula as the question is asking
!show
Show your work, and if possible, explain where you are stuck.
two moments
so the format is aln(b)-b
the question is asking for a and b
i calculated the arc length of the function at -8ln(4) + 2 + 8ln(2)
which is not in the form of a and b
i also dont believe im supposed to solve the arc length but use a theorem? because the computation for arc length here is absolutely absurd
but that still isnt aln(b) + b
it is
ooooh i see
but
question
is there a theorem that makes this any less painful?
at all?
what do you mean theorem?
the solving process was quite honestly immensely brutal
finding the derivative of that function takes an entire page
well thank you for the help i didnt realize that ln(4) = 2ln(2)
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how do i do iii.)
I was also stuck on ii but figured it out thanks to some help
so since ii gives us four roots
there must be 3 stationary points
that easy
are the x coordinate of the stationary points 1/2 the roots of the equation?
or how else can I do it
I tried differentiating but dont get anything meaninful
only
0=(e^2x-e^(-2x))-5(e^x-e^(-x))
The stationary points are where the derivative equals zero so you’ll want to find those x values in the equation you sent then plug them into the original function to get y
?
if I plug the values in, ill get y=0
Surely I need to differentiate and find when 0
at which point the previous values are useless
Yeah you’ll get a new set of x values unrelated to part (ii). Those are where the function equals zero. You want when the derivative of the function equals zero
yh how do i find that
when I differentiate I get a horrible function
that I can't solve
@river swan Has your question been resolved?
0=(e^2x-e^(-2x))-5(e^x-e^(-x))
Multiple e^(2x)by both sides
0=e^(4x)-1-5(e^(3x)-e^x)
Let e^x=t>0
Then
t⁴-5t³+5t-1=0
(t-1)(t+1)(t²-5t+1)=0
There are four real roots of t
But t=-1 don't have corresponding x
So there are three roots of x
Thank you!
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I tried solving this with the two phase method but I got stuck at phase 2
@late maple Has your question been resolved?
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Hi can someone teach me 2.3 polynomial identities
Please don't occupy multiple help channels.
stick to your channel
chose a channel ,either this or help 2
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دخيلكم حد يساعدني مب فاهمه شي وعندي امتحان باجر
Please don't occupy multiple help channels.
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if P(A)=3.0 and P(A|B)=0.1, how do i solve this?
p(A|B) = p( a intersection b)/p(b)
wait also
are you sure p(A) is 3.0?
yes
it isnt possible
srry for irrelevant chat but do you play Warthunder?
probability of an event must be less than 1
yes 💀
lmao
its ok
Dm?
let me check the question again, brb
alr
oh sorry it was 0.3
yes
the answers are: P(B)=3P(B|A), P(B)+P(B|A)=1, 3P(B)=P(B|A) and P(B)=P(B|A)
but idk how exactly to calculate
it siy says if P(A)=0.3 and P(a|b)=0.1 then
thats all?
yes
in order to find p(b) or the intersection of a and b
you need one more parameter
wait
are there options?
yes there are 4 options
what are they
these
ah
didnt see those
sorry
so
p(A) = 0.3
so you can find p(b) by subtracting p(a) from 1
which is 0.7
you can then find the intersection of a and b
and solve the options
got it?
not really, sorry
its ok
like if i want to find P(B) how would i do that?
1 - p(A)
okay so P(B)= 0.7
