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Question: For a normal distribution if the mean is M, mode is \(M _ { 0 }\) and median is \(M _ { d }\), then...

For a normal distribution if the mean is M, mode is M0M _ { 0 } and median is MdM _ { d }, then

A

M>Md>M0M > M _ { d } > M _ { 0 }

B

M<Md<M0M < M _ { d } < M _ { 0 }

C

M=MdM0M = M _ { d } M _ { 0 }

D

M=Md=M0M = M _ { d } = M _ { 0 }

Answer

M=Md=M0M = M _ { d } = M _ { 0 }

Explanation

Solution

It is obvious.