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If the random variable X takes the values `x_1,x_2,x_3….,x_(10)` with probablilities P `(X=x_i)=ki` , then the value of k is equal toA. `1/(10)`B. `1/4`C. `1/(55)`D. `7/(12)` |
Answer» Correct Answer - C As we know, the sum of all the probabilities in probability distrubution is one `thereforeP(X=x_1)+P(X=x_2)+...+P(X=x_(10))=1` `rArr" "1k+2k+3k+...+10k=1` `rArr" "(10(10+1))/2k=1rArrk=1/(55)` |
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