## (Solved) 1) Compute the length of the curve C(t) = (log(x/t), x/g - 15,3152) for 1 g t 5 2. 2) a) Show that the curve C(t) = (\$3, 6*, i) is an integral curve...

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1) Compute the length of the curve C(t) = (log(x/t), x/g - 15,3152) for 1 g t 5 2. 2) a) Show that the curve C(t) = (\$3, 6*, i) is an integral curve of the
vector ï¬eld F(m, y, z) = (â€”324, 3/, â€”z2). b) Find the divergence of the vector ï¬eld V(m, y, z) = yzi+xzj+myk
c) Find the curl of the vector ï¬eld V(m, y, z) = yzi + xzj + myk. 3) a) Evaluate the integral f IR sin(x + y)dxdy if R = [0, 1] X [0, 1]. b) Evaluate the integral f fR H332 if R = [0,1] x [â€”2, 2].

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This question was answered on: Sep 05, 2019

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