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thanx dude........
at last i reached the solution
plz give the details ...
not able to understand
by d way
thanxxxx for hints
& plz help me
plz give the details ...
not able to understand
by d way
thanxxxx
but nothin to cheer for me
if X follows exponantial distribution then find distribution for Y=cube(X)....
plz help me to solve this question. i will be obeliged to you.(thank u).
let x(1),x(2),....x(n) are mutual independent random variable . let U be a function of x(1),x(2).....x(k) and V be a function of x(k+1),x(k+2)....x(n).
prove that:-
U and V are independent.
let x(1),x(2),....x(n) are mutual independent random variable . let U be a func. of x(1),x(2).....x(k) and V be a function of x(k+1),x(k+2)....x(n).
prove that:-
U and V are independent.
the probablity of getting a head on a single toss of a coin is p.consider that A starts and continues to flip the coin until a tail shows up, at which point B starts flipping. then B similarly continues until A takes over and so on. let P(n,m) be the probablity that A accumulates a total of n heads before B accumulates a total of m heads.
prove that:-
P(n,m)= pP(n-1,m)+(1-p)(1-P(m,n))
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