The value below are taken from a sample of women and men about their retirement ages. Test at 2.5% significance level whether the mean the mean retirement age for all women is higher than the mean retirement age for all men. For women: n1 = 800 x1= 62.7 S1 = 4.5 years. For men: n2= 1000 x2 = 62.2 years S2= 3 years. A. Consider the unknown population standard deviations as equal. B. Consider the unknown population standard deviations as unequal.

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The value below are taken from a sample of women and men about their retirement ages. Test at 2.5% significance level whether the mean the mean retirement age for all women is higher than the mean retirement age for all men.

For women: n1 = 800 x1= 62.7 S1 = 4.5 years.

For men: n2= 1000 x2 = 62.2 years S2= 3 years.

A. Consider the unknown population standard deviations as equal.

B. Consider the unknown population standard deviations as unequal.

 

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