In Exercises set up the definite integral for finding the indicated arc length or surface area Then use the integration capabilities of a graphing utility to approximate the arc length or surface area An ornamental light bulb is designed by revolving the graph of about the x axis, where x and y are measured in feet (see figure) Find the surface area of the bulb and use the result to approximate the amount of glass needed to make the bulb (Assume that the glass is 0 015 inch thick ) 10X1 2 xX3 2, 0x 5x50 4 3'

Question: In Exercises set up the definite integral for finding the indicated arc length or surface area. Then use the integration capabilities of a graphing utility

In Exercises set up the definite integral for finding the indicated arc length or surface area. Then use the integration capabilities of a graphing utility to approximate the arc length or surface area.

An ornamental light bulb is designed by revolving the graph of

10X1/2 - xX3/2, 0x 5x50 = 4 3'

about the x-axis, where x and y are measured in feet (see figure). Find the surface area of the bulb and use the result to approximate the amount of glass needed to make the bulb. (Assume that the glass is 0.015 inch thick.)

10X1/2 - xX3/2, 0x 5x50 = 4 3'

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