1.

The line integral of function \(F = yz\hat i\), in the counter clock wise direction, along the circle \({x^2} + {y^2} = 1\) at \(z = 1\) is

A. \(- 2\pi \;\)
B. \(- \pi\)
C. \(\pi \)
D. \(2\pi\)
Answer» C. \(\pi \)


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