The line integral of \(\int_C\left(1+x^2 y\right) d s\), where the curve C is given by \(\vec{r}(t)=\sin t \hat{i}+\cos t \hat{j} \) (0 ≤ t ≤ π/2) is

1
π/2
2
0
3
π/2 + 1/3 
4
π/2 - 1/3

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