MCQ
$\int_{}^{} {\frac{{{a^{\sqrt x }}}}{{\sqrt x }}dx = } $
- A$2{a^{\sqrt x }}{\log _e}a + c$
- ✓$2{a^{\sqrt x }}{\log _a}e + c$
- C$2{a^{\sqrt x }}{\log _{10}}a + c$
- D$2{a^{\sqrt x }}{\log _a}10 + c$
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
If $f$ is continuous, then which of the following hold$(s)$ for all $n$ ?
$(A)$ $a_{n-1}-b_{n-1}=0$ $(B)$ $a_n-b_n=1$ $(C)$ $a_n-b_{n+1}=1$ $(D)$ $a_{n-1}-b_n=-1$
$\text{None of these.}$