1
answer
0
watching
70
views
12 Nov 2019
2. Double integral over a region), polar coordinate a. Let f(x, y) 3x2 xy y3 y, and a region RE 1, 1] by [-1, 1] for (x, y) find b. Find the volume under the surface z x, y Vi-xa and above the triangular region formed by y J x, x 1, and the x-axis c. Find the volume defined by z x, y 4 -x2 y2 above the circular region bounded by the two axes and the circle x2 y2 4 in the first quadrant (hint: use polar coordinate system for the circular region)
2. Double integral over a region), polar coordinate a. Let f(x, y) 3x2 xy y3 y, and a region RE 1, 1] by [-1, 1] for (x, y) find b. Find the volume under the surface z x, y Vi-xa and above the triangular region formed by y J x, x 1, and the x-axis c. Find the volume defined by z x, y 4 -x2 y2 above the circular region bounded by the two axes and the circle x2 y2 4 in the first quadrant (hint: use polar coordinate system for the circular region)
Nestor RutherfordLv2
24 Jun 2019