The diameter X in inches of a certain brand of tennis balls has normal distribution with mean μ = 2.65 and standard deviation σ = .018. Acceptable balls have diameters between 2.62 and 2.68 inches. a) What proportion of tennis balls of this brand are acceptable? b) Find P(X < 2.60)

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The diameter X in inches of a certain brand of tennis balls has normal distribution with mean μ = 2.65 and standard deviation σ = .018. Acceptable balls have diameters between 2.62 and 2.68 inches.

a) What proportion of tennis balls of this brand are acceptable?

b) Find P(X < 2.60)

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