Chapter 9.4, Problem 35E

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6th Edition

Daniel C. Alexander + 1 other

ISBN: 9781285195698

Textbook Problem

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The spherical storage tank described in Example 5 had a length of radius of 3ft. Because the tank needs to be painted, we need to find its surface area. Also determine the number of pints of rust-proofing paint needed to paint the tank if 1 pint covers approximately

To determine

**To find:**

The surface area and number of pints of paint required to paint a spherical storage tank.

Explanation

**Approach:**

A sphere is a three dimensional solid figure, which is made up of all the points in space, which lie at a common distance, called the radius and from a fixed point called the center of the sphere. The surface area of a sphere *r *is the radius of the sphere.

All solid bodies occupy space.

The measure of occupied space is called the volume of the object.

Volume of a sphere is

**Calculation:**

Consider the spherical storage tank whose

Surface area of sphere

Total number of pints of rust-proofing paint required

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