MCQ
$\int_{}^{} {\frac{{3{x^3} - 2\sqrt x }}{x}} dx = $
- A${x^3} - \sqrt x + c$
- B${x^3} + \sqrt x + c$
- C${x^3} - 2\sqrt x + c$
- ✓${x^3} - 4\sqrt x + c$
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$\sum \limits_{k=1}^{10} f(\alpha+k)=\frac{512}{3}\left(2^{20}-1\right)$ holds, is
Consider the following two statements:
$(A): f(x) \leq 1$, for all $x \in[2,4]$
$(B)$ : $f(x) \geq \frac{1}{8}$, for all $x \in[2,4]$
Then,