84.A spherical golf ball is measured to have a radius of 5 mm, with a possible measurement error of 0.1 mm. What is the possible change in volume?85.A pool has a rectangular base of 10 ft by 20 ft and a depth of 6 ft. What is the change in volume if you only fill it up to 5.5 ft?86. An ice cream cone has height 4 in. and radius 1 in. If the cone is 0.1 in. thick, what is the difference between the volume of the cone, including the shell, and the volume of the ice cream you can fit inside the shell? For the following exercises, confirm the approximations byusing the linear approximation at x = 0. 84.A spherical golf ball is measured to have a radius of 5 mm, with apossible measurement error of 0.1 mm. What is the possible changein volume?85.A pool has a rectangular base of 10 ft by 20 ft and a depth of 6 ft.What is the change in volume if you only fill it up to 5.5 ft?86.An ice cream cone has height 4 in. and radius 1 in. If the cone is 0.1in. thick, what is the difference between the volume of the cone,including the shell, and the volume of the ice cream you can fit insidethe shell?For the following exercises, confirm the approximations byusing the linear approximation at x = 0.

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Answered: 84. A spherical golf ball is measured…

Mathematics For Machine Technology

8th Edition

ISBN:9781337798310

Author:Peterson, John.

Publisher:Peterson, John.

Chapter64: Volumes Of Spheres And Composite Solid Figures

Section: Chapter Questions

Problem 1A: In order to make a conical duct a circular sheet of metal is to be cut in the shape of a sector of a...

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84.
A spherical golf ball is measured to have a radius of 5 mm, with a possible measurement error of 0.1 mm. What is the possible change in volume?
85.
A pool has a rectangular base of 10 ft by 20 ft and a depth of 6 ft. What is the change in volume if you only fill it up to 5.5 ft?
86.
An ice cream cone has height 4 in. and radius 1 in. If the cone is 0.1 in. thick, what is the difference between the volume of the cone, including the shell, and the volume of the ice cream you can fit inside the shell?
For the following exercises, confirm the approximations by
using the linear approximation at x = 0.

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