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I am using EXCEL , best answer goes to the one who can provide the excel functio

ID: 3226472 • Letter: I

Question

I am using EXCEL, best answer goes to the one who can provide the excel function!!!!

According to the Ameriprise Financial Money Across Generations study, 9 out of 10 parents with adult children ages 20 to 35 have helped their adult children with some type of financial assistance ranging from college, a car, rent, utilities, credit-card debt, and/or down payments for houses (Money, January 2009). The table above with sample data consistent with the study shows the number of times parents have given their adult children financial assistance to buy a car and to pay rent.

a. Develop a joint probability table and use it to answer the remaining questions.

b. Using the marginal probabilities for buy a car and pay rent, are parents more likely to assist their adult children with buying a car or paying rent?

c. What is your interpretation of all of the marginal probabilities?

d. If parents provided financial assistance to buy a car, what it the probability that the parents assisted with paying rent?

e. If parents did not provide financial assistance to buy a car, what is the probability the parents assisted with paying rent?

Use standard mathematical notation for the answers.

Buy Car Yes No Pay Rent Yes No 52 56 14 78

Explanation / Answer

Given table :

pay rent

buya car

yes

no

total

yes

56

52

108

no

14

78

92

total

70

130

200

a)Joint probability table :

pay rent

buya car

yes

no

total

yes

0.28

0.26

0.54

no

0.07

0.39

0.46

total

0.35

0.65

1.00

b) probability of parent assist to buy a car P(buy car) =56+52 /200 =0.54

probability of parent assist to pay rent P(pay rent ) =56+14 / 200 =0.35

c) For this result we can say more parents are interested to assist to bay a car better than pay a rent

d)

P(Pay rent | Buy car) = P(Buy car + Pay rent)/ P(Buy car) =

                                     = (56/200)/(108/200)

                                    =56/108

                                     = 0.5185

e) P(Pay rent | Buy car) = P(Buy car + Pay rent)/ P(Buy car) =

                                     = (14/200)/(92/200)

                                    = 14/92

                                     = 0.1522

pay rent

buya car

yes

no

total

yes

56

52

108

no

14

78

92

total

70

130

200

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