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With explanation Let X1, X2. ... X12 be independent and identically distributed random variables from a normal population with mean in meters and standard deviation

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Let X1, X2. ... X12 be independent and identically distributed random variables from a normal population with mean in meters and standard deviation 20 meters, and Y is the number of those random variables that have squared deviation from the mean greater than 0.0157 meters [ that is, DX - my> 0,0157 ]. What is P(Y = 11)? O 0.8926 0.1074 O 0.9908 Not given Q 0.0092

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