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Let C be the curve of intersection of z = 3x + y + 3 and z = x2 + y. Orient C such that

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Let C be the curve of intersection of z = 3x + y + 3 and z = x2 + y". Orient C such that it goes counter-clockwise when viewed from above. Let F = (32 , 22, ez). Compute the line integral SC F . dr. X 0 Correct Answer: 34.56Let F = (x2 + 2yet, 2(x - 1) cosy + 2ex). Let C be the arc of the curve x = cosy + 1 for -7/2

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