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Mathematics 9 Online
OpenStudy (rational):

kindly help last q

OpenStudy (rational):

OpenStudy (rational):

@BangkokGarrett

OpenStudy (rational):

@BlackLabel

OpenStudy (rational):

here is one thats not stolen yet @BlackLabel :P

OpenStudy (anonymous):

LMAOO okkk lemme think this one over

OpenStudy (rational):

ty :) it looks hard to me... we need to use normal/binomial distribution it seems

OpenStudy (anonymous):

Ok lets use a Binomial distribution n=3,000,000 y=35 p=.00001

OpenStudy (anonymous):

We need to find P(X>35)

OpenStudy (rational):

yess

OpenStudy (anonymous):

Hmmm are you allowed to use a statistics program to help you solve this? Or do you have to do this by hand?

OpenStudy (rational):

P(x=35) = \(^{3,000,000}C_{35} (0.00001)^{35}(0.99999)^{3,000,000-35}\)

OpenStudy (rational):

software is okay to use... but i dont have anything installed yet...

OpenStudy (anonymous):

That equation is correct for P(X=35) But we need to find of P(X>35)

OpenStudy (anonymous):

so unless you wanna compute the binomial distribution 35 times I thinkk we would be better off using a program. Let me find you smth online

OpenStudy (rational):

I am thinking if we can find for <= 35, then we can subtract it from 1 or something

OpenStudy (anonymous):

Yes we definitely have to do that

OpenStudy (rational):

ohk thanks again :) ... i dont wana do it 35 times lol...

OpenStudy (anonymous):

\[P(X>35)=1-P(X \leq 35)\]

OpenStudy (rational):

yess <= 35 is also lot of work if we have to by hand... i think this is supposed to be done using software oly

OpenStudy (anonymous):

Yup so wait Im just trying to remember the program I used back in the day give me a sec

OpenStudy (rational):

they gave some link in the lecture notes ... sorry i thought it wasnt useful.... let me pull up and give u the link... one sec

OpenStudy (rational):

sorry that link is not opening... looks its broken

OpenStudy (rational):

http://bitly.com/dist_calc

OpenStudy (rational):

its not working :|

OpenStudy (anonymous):

Sorryyy my internet kicked me out. Lemme look again

OpenStudy (rational):

thanks for staying and helping me :)

OpenStudy (ammarah):

@rational help

OpenStudy (anonymous):

awwww no Binomial Distribution But this link may be helpful On the right and side you should see the word applet. Click on that and the chapters and you will find these programs extremely helpful throughout out the course

OpenStudy (rational):

wow ! it looks like a good resource xD for this i think i can use normal distribution also ?

OpenStudy (anonymous):

Nope since it doesnt say its normally distributed so we cant use the normal distribution. At least I was told that I can only use the normal distribution when it says so in the question

OpenStudy (rational):

ohhk... that makes sense :)

OpenStudy (anonymous):

Ughhhhhh didnt work I got 0 as my answer

OpenStudy (rational):

oh it is giving me some different answer

OpenStudy (rational):

it says p(x>35) = 0.158 but thats not found in options :(

OpenStudy (anonymous):

It says choose closest answer

OpenStudy (rational):

ahh yes 0.18 ?

OpenStudy (anonymous):

That is what I would assume

OpenStudy (rational):

ty :) im submitting.. one sec

OpenStudy (anonymous):

Okkk do you get the answer on the spot?

OpenStudy (rational):

yayy ! we're right xD

OpenStudy (rational):

yes

OpenStudy (anonymous):

AWWW YEAAAAAAAAAAAAA :DDDDD

OpenStudy (rational):

OpenStudy (rational):

you're awesome thanks a lot :))

OpenStudy (anonymous):

hmmmm they calculated it differently now I gotta figure out who they got that ... :D

OpenStudy (rational):

let me knw too once u crack it... this is too heavy for me make sense of it lol :]

OpenStudy (anonymous):

Its basically instead of doing all the computations or using a software like we used we can approximate the binomial distribution using the Normal distribution

OpenStudy (rational):

I see.. but what exactly they're doing in the calculation ? i get that they're checking whether mean is > 10 or not.. but other than that i couldnt comprehend much their method...

OpenStudy (anonymous):

|dw:1393996791279:dw|

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