MCQ
$\int \log x · (\log x + 2) dx = ?$
- A$(\log x)^2 + c$
- B$x \ \log \ x + c$
- C$e^x (\log x)^2 + c$
- ✓$x (\log x)^2 + c$
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is p.m.f. of a r.v. X. Then `1/"k"` is equal to
$\begin{array}{cc}
\phantom{...........}\ce{O}\\
\phantom{...........}||\\
\ce{2A + (C6H5CH2)2 Cd -> 2CH3 - C - CH2 - C6H5 + CdCl2}\end{array}$