Suppose the proportion of women who follow a regular exercise program is

\mathrm { P } _ { \mathrm { W } }

and the proportion of men who follow a regular exercise program is

\mathrm { Pm }

.A study found a 98% confidence interval for

p _ { w } - p _ { m }

is (

- 0.028,0.114 )

. Give an interpretation of this confidence interval.
A)We are 98% confident that the proportion of women who follow a regular exercise program is between 2.8% less and 11.4% more than the proportion of men who follow a regular exercise program.
B)We know that 98% of women exercise between 2.8% less and 11.4% more than men.
C)We know that 98% of men exercise between 2.8% less and 11.4% more than women.
D)We are 98% confident that the proportion of men who follow a regular exercise program is between 2.8% less and 11.4% more than the proportion of women who follow a regular exercise program.
E)We know that 98% of all random samples done on the population will show that the proportion of women who follow a regular exercise program is between 2.8% less and 11.4% more than the proportion of men who follow a regular exercise program.

In a Random Sample of 500 People Aged 20-24,22% Were

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