Question: Refer to Exercise 12. A competing process produces rings whose diameters (in centimeters) vary according to the probability density function f(x) = {15[1 25(x

Refer to Exercise 12. A competing process produces rings whose diameters (in centimeters) vary according to the probability density function f(x) =

{15[1 − 25(x − 10.05)2]∕4 9.85 < x < 10.25 0 otherwise Specifications call for the diameter to be 10.0 ±

0.1 cm. Which process is better, this one or the one in Exercise 12? Explain.

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