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Mathematics, 23.05.2020 19:58 jgee13

Corn was grown in two different kinds of soils A and B. The heights of the stalks were measured. A sample of 13 stalks from soil A gave a mean height of 6.3 ft and a standard deviation of 1.2 ft. A sample of 16 stalks from soil B gave a mean height of 6.5 ft and a standard deviation of 1.1 ft. Assume the heights are normally distributed. To be specific, assume the heights of stalks from soil A has the distribution N(µA,σ²A), and the heights of stalks from soil B has the distribution N(µB,σ²B).(a) Find a 90% confidence interval for σA/σB. (b) Assume that σA = σB, find a 98% confidence interval for µA – µB.

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