Marcus wants to determine how age and weight are related to exercise preference in his town. He selects a simple random sample o
f 75 overweight individuals from the 25- to 35-year age group and records their age, weight, and exercise preference (sports, Pilates/yoga, dancing, none). He also selects an independent simple
random sample of 50 normal weight individuals from the 40-to 50-year age group and records the same information. Which is the most important observation about
Marcus's plan?
-He should have selected the two age groups randomly instead of choosing them specifically
-He will be unable to tell whether a difference in exercise preference is related to a difference in age or to a difference in weight
-The plan is well conceived and should serve the intended purpose
Sum of a finite geometric series=a(r^(n) -1)/(r -1) or sum of a finite geometric series=a(1 - r^(n))/(1 - r) the Smiths would spend a total of $2928.2 on clothing in 4 years
