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Volume and Surface Area. The radius of a spherical balloon is measure as 8 inches with a possible error of 0.02 inch.
(a) Use differentials to approximate the propagated error in computing the volume of the sphere.
(b) Use differentials to approximate the propagated error in computing the surface area of the sphere.
(c) Approximate the percent errors in part (a) and (b).
Volume and Surface Area. The radius of a spherical balloon is measure as 8 inches with a possible error of 0.02 inch.
(a) Use differentials to approximate the propagated error in computing the volume of the sphere.
(b) Use differentials to approximate the propagated error in computing the surface area of the sphere.
(c) Approximate the percent errors in part (a) and (b).
Angelo TorrenoLv4
3 Nov 2020
