THE MOST SOLVED GETS THE 1500 points ANSWERS ARE PROVIDED MUST PROVIDE WORK TO S
ID: 2835447 • Letter: T
Question
THE MOST SOLVED GETS THE 1500 points
ANSWERS ARE PROVIDED MUST PROVIDE WORK TO SOLUTION
Practice Final 0 j(l - sin(l)) 9 0 = yes, f(x, y, z) =16ttn sin(y) + z3 + 2z + C Integrate f over the region D where f(x, y) = x and D is the region bounded above by the unit circle and below by y = 3|x| Evaluate J x2 sin (xy) dxdy. Find cydx - xdy where C is the portion of the parabola y = x2, from (3,9) to (0,0). Calculate the lin integral c y1 dx + x2 dy where C Ls the path formed by the square with vertices (0.0), (1,0), (0,1), (1.1) oriented counterclockwise. Determine if the vector field F = ex sin yi + ex cosyj + (3z2 + 2)k is conservative. If it Ls, find a scalar potential function for F. Find the surface area of the surface given as the part of the cylinder x2 + z2 = 4 lying between y = - 1 and y = 3.= Find the flux of the vector field F = yj across the upper hemisphere x2+y2+z2 = a2,z > 0. Orient the hemisphere with an upward-pointing normal.Explanation / Answer
7).
Writing the equation of the upper hemisphere as z = ?(a^2 - x^2 - y^2),
??s F
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