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- Use cylindrical coordinates to find the volume of the solid that is inside the surface x2+ y2+z2=20 but not above the surface z=r. Text Book: Early Transcendentals 10th Edition by Howard Anton; Chapter: 14.6etermine the area of the surface generated by rotating around the "y" axis, the curve described by:Find the area of the surface with parametric equations x =U2 , y = UV, z = (1/2) V2 ,O<U<1,0<V<2 I know the answer is 4. I need a good explanation, please. I have an exam soon.
- Find the area of the surface. The surface with parametric equations x = u2, y = uv, z = (1/2)v2, 0 ≤ u ≤ 2, 0 ≤ v ≤ 1.Locate the centroid of the plane area. Write and show your complete solution. Thank you.please make sure this is right calc3 make sure its right Consider the surface defined by the parametric equations below. Set up, but do not evaluate, a double integral for its surface area. x = 2sin(u)cos(v)y = 5sin(u)sin(v)z = 4cos(u)0 ≤ u ≤ ?0 ≤ v ≤ 2?
- DUE NOW. Please answer it correctly and detailed. Analyze, trace, and sketch the quadratic surfaces in the first octant. Thanks!I need help finding surface area of Torus. I believe you have to parameterize first, since this what we were studying in this chapter.Point W is the centroid of triangle TRV. VX = 204 and RW = 104. The length of RY = ____.
- Let S surface become a surface from, y = 7-x^2 curve's which part stay at 1. area turned around y axis. If S surface area = " Red line part at question" , What is B ?Find the surface area of the cone frustum generated by revolving the line segment y = (x/2) + (1/2), 1 ≤ x ≤ 3, about the x-axis. Check your result with the geometry formula Frustum surface area = π(y1 + y2) * slant height.Find the area of the surface. The surface in the first octant cut from the cylinder y = (2/3)z^(3/2) by the planes x = 1 and y = 16/3.