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A level Statistics doubt??Post your doubts here!

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Among so many types of maths n Statistics xam later thn d other math xams it seems the statistics problems stay completely ignored in the thread:Mathematics: Post your doubts here!
So this is for the candidates taking both S1-Paper 6 n also for candidates taking S2-Paper 7

(y)
yeah so true, stats is completely ignored :eek:
 
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thats cause many people dont have stats. yeah good job for the thread
 
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hey guys the only thing in stats i'm stuck at is probability+permutation combination. How do i cope up with them?

The answers i get is itself a probability :p don't know but i need more confidence. Please someone help me out!!!! :(
 
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continued->
3(b) well this question is quite tedious. In this case also, n=5, p=1/4 hence q=1-p=3/4
We are given 5 chances out of which we have to see how many of them lands on the green face. It could be all of them or none of them or 1 of them.
When x=0, which means none of the dice lands on the green face, then P(X=0) = 5C0*(1/4)^0*(3/4)^5
When x=1, which means only one dice lands on the green face, then P(X=1) =5C1*(1/4)^1*(3/4)^4
And likewise we calculate upto x=5, and draw up a table.

i hope you get it ;)
 
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uff, finally got it:p
Its 3c2*(5c1+2c1)

In how many ways can 5 of the 11 passengers on the bus be chosen if there must be 2 married couples AND 1 other person, who may OR may not be married?

first condition : out of 3 married couples, we need two so selection = 3c2
second condition: the other 1 person may OR may not be married (look at that keyword) so you need to add. out of 5 unmarried you can select any one, so selection : 5c1, now consider the remaining unmarried couple of which only 1 couple left, so we can select any one of the two married person, therefore selection: 2C1

ahh im tireedd of stats :\
 
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uff, finally got it:p
Its 3c2*(5c1+2c1)

In how many ways can 5 of the 11 passengers on the bus be chosen if there must be 2 married couples AND 1 other person, who may OR may not be married?

first condition : out of 3 married couples, we need two so selection = 3c2
second condition: the other 1 person may OR may not be married (look at that keyword) so you need to add. out of 5 unmarried you can select any one, so selection : 5c1, now consider the remaining unmarried couple of which only 1 couple left, so we can select any one of the two married person, therefore selection: 2C1

ahh im tireedd of stats :\
great, genius you are :p thankyou boy :) !
 
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