4.) The surfaces r = 2 and 5, 0 = 30° and 75°, and = 20° and 60° identify a closed surface. (a) Find the enclosed volume, (b) Find the total area of the enclosed surface. (c) Find the total length of the twelve edges of the surface, (d) Find the length of the longest straight line that lies entirely within the volume.
4.) The surfaces r = 2 and 5, 0 = 30° and 75°, and = 20° and 60° identify a closed surface. (a) Find the enclosed volume, (b) Find the total area of the enclosed surface. (c) Find the total length of the twelve edges of the surface, (d) Find the length of the longest straight line that lies entirely within the volume.
4.) The surfaces r = 2 and 5, 0 = 30° and 75°, and = 20° and 60° identify a closed surface. (a) Find the enclosed volume, (b) Find the total area of the enclosed surface. (c) Find the total length of the twelve edges of the surface, (d) Find the length of the longest straight line that lies entirely within the volume.
Calculus that deals with differentiation and integration of the vector field in three-dimensional Euclidean space. It deals with quantities that have both magnitude and direction.
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