MCQ
Let $X$ be a discrete random variable. Then the variance of $X$ is :
- A$E(X^2$)
- B$E(X^2) + (E(X))^2$
- C$E(X^2) - (E(X))^2$
- ✓$\sqrt{\text{E}(\text{X}^2)-(\text{E}(\text{X}))^2}$
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$[A]$ $f^{\prime}(x)=0$ at exactly three points in $(-\pi, \pi)$
$[B]$ $f^{\prime}(x)=0$ at more than three points in $(-\pi, \pi)$
$[C]$ $f(x)$ attains its maximum at $x=0$
$[D]$ $f(x)$ attains its minimum at $x=0$