The correct option is
D Explanation for the correct option:
Step-1: Integrate the given expression
The given expression, .
Integrate both sides of the equation.
Let us assume that, .
Differentiate both sides of the equation with respect to .
.
Thus, the integration of the given expression can be expressed as,
Step 2: Simplify the derived expression
Now .
Thus,
Thus,
Hence, option(D) i.e. is the correct option.