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LetX be a continuous random variable with a PDF of the form fX (x)= {c(1x), ifx[0,1], x, otherwise.} c = ? P(X=1/2) = ? P(X{1/k:kinteger,k2})=
LetX
be a continuous random variable with a PDF of the form
fX (x)=
{c(1x), ifx[0,1],
x, otherwise.}
- c = ?
- P(X=1/2) = ?
- P(X{1/k:kinteger,k2})= ?
- P(X<= 1/2) = ?
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