Integrate 0 1 √1-x² √1-x²-y² 0 0 sin (√√z² + y² + x²) 3 (z² + y² + x²) dz dy dx. Give the answer in its exact form. This will include either a sine or a cosine function. The value of the integral is If 0 ≤ z ≤ √√√1 - x² - y² then in a spherical coordinate system (x, y, z) → (p cos 0 sin , p sin 0 sin , p cos ) we have that 0 ≤ ≤ π/2.

Əw ər Find when r = 5 and s= -5 if w = (x+y+z)², x=r-s, y = cos (r + s), z = sin (r + s). Əw ər r = 5, s= -5 (Simplify your answer.) =

つt E sinx+C c) つtve-us つtとX-tu(u 1- CoS 3> (0 とuse -In Sa-x² tc 1) AEvaluate valvate