MCQ
$\int_0^3[x] d x=\ldots$, where $[x]$ is greatest integer function.
- A3
- B0
- C2
- D1
$\begin{aligned} & \text {(a) : } \int_0^3[x] d x=\int_0^1 0 d x+\int_1^2 1 d x+\int_2^3 2 d x \\ & =\left.x\right|_1 ^2+\left.2 x\right|_2 ^3=(2-1)+2(3-2)=1+2=3\end{aligned}$
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