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 `M_(0)` and median is `M_(d)`, then
A. `M gt M_(d) gt M_(0)`
B. `M lt M_(d) lt M_(0)`
C. `M=M_(d)M_(0)`
D. `M=M_(d)=M_(0)`
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