MCQ
${d \over {dx}}({\log _e}x)({\log _a}x)] = $
- A${{{{\log }_a}x} \over x}$
- B${{{{\log }_x}x} \over x}$
- C${{2\log x} \over x}$
- ✓${{2{{\log }_a}x} \over x}$
$ = \frac{{2\log x}}{{x.\log a}} = \frac{{2{{\log }_a}x}}{x}$.
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
$2\int\limits^{\text{a}}_0\text{f(x)}\text{dx}$
$0$
$\int\limits^{\text{a}}_0\text{f}(\text{x})\text{dx}+\int\limits^{\text{a}}_0\text{f}(2\text{a}-\text{x})\text{dx}$
$\int\limits^{\text{a}}_0\text{f}(\text{x})\text{dx}+\int\limits^{2\text{a}}_0\text{f}(2\text{a}-\text{x})\text{dx}$