Find the area bounded by

Determine Oz ay when O az ay = -2(f(xy) - xyf'(zy)) 2 = -f(xy). az 0 2. ay = --(f(ry) + ryf' (zy)) az 0 3. ay = 2(f(xy) - xyf'(zy)) O 4. ay oz = 1 (f(ry) - ryf'(xy)) O az 5. ay = r (f(ry) + xyf'(ry)) az 0 6. ay (f(zy) + zyf'(zy)) Find the area bounded by the graphs of f(x) = el, g(x) = e- & . 1. Area = 16 (4In4 +3) sq. units and the line y = 4. . 2. Area = - (In4 - 1) sq. units . 3. Area = (In 4 + 1) sq. units . 4. Area = 3 (In 4 - 1) sq. units 5. Area = 001 0O (4 In 4 - 3) sq. units 6. Area = 16 (4 In4 -3) sq. units A cap of a sphere is generated by rotating the shaded region in 1. volume = 16 3 7 cu. ins ty 2. volume = 57 cu. ins . 3. volume = 17 2 7 cu. ins . 4. volume = 67 cu. ins 5. volume = 14 3 7 cu. ins about the y-axis. Determine the volume of this cap when the radius of the sphere is 5 inches and the height of the cap is 1 inch