Which of the following laws grants you the right to know what is in your credit file? A. Fair Credit Reporting Act B. Truth-in-Lending Act C. Credit Card Act of 2009 D. Fair Credit Billing Act

A. Fair Credit Reporting Act

Explanation:

Fair Credit Reporting Act  -

The act started in the year 1970 , in order to get accuracy , and private information of the consumers about the credit report .

According to this act , it ensures the proper regulation of the consumer's' credit information and its credit reports , is known as the Fair Credit Reporting Act .

Hence , from the given statement of the question ,

The correct option is A. Fair Credit Reporting Act .

Answer is explained in the explanation section below.

Explanation:

a)

Answer-a with option-1

the land end sale price is $100, purchase cost is $65 and salvege valu is $53

So the underage cost = Cu = 100-65 = 35 and overage cost = Co = 65-53 = 12

the critical ratio = Cu/(Cu+Co) = 35/47 = 0.7422

From the standard normal distribution function The Z value at 0.7422 = 0.66

The optimal order quantity = 200 + 0.66 x 125 = 282.5

The optimal order quantity = 282.5

b)

Answer-b with option-1

the land end sale price is $100, purchase cost is $55 and salvage value is $0

So the underage cost = Cu = 100-55 = 45 and overage cost = Co = 55-0 = 55

the critical ratio = Cu/(Cu+Co) = 45/100 = 0.45

From the standard normal distribution function The Z value at 0.45 = -0.12

the optimal order quantity = 200 - 0.12 x 125

The optimal order quantity = 185

c)

We have to calculate the expected profit in each case to determine which option Lands Ends should choose.

With option-1 Geoff's sells 282.5 units at $65 for total revenue of 18363 and production cost of 282.5 = 7063

Geoff credits Lands ends for each returned sunglass so we need to evaluate how many sunglasses Land Ends return.

Expected lost sales = 125 x 0.1528 = 19.1

Expected sales = 200 - 19.1 = 180.9

expected left over inventory = 282.5 - 180.9 = 101.6

Expected profit = (100-65) x 180.9 - (65-53)x 101.6 = 5112

Expected profit = 5112

Similarly with option 2 the Expected profit = 4053

So option-1 is preferred.

d)

If the Land chooses option-1 and orders 275 units Then Geoff earn = 275 x $65 = $17875

and production cost = $25 x 275 = $6875

With order quantity 275 the z statistics = 0.6

and expected lost sales = 125 x 0.6 = 21.09

Expected left over inventory = 275-200+21.09 = 96.09

So the Geoff's buy back cost = 96.09 x 53 = $5093

and expected profit = $17875 - $5093 = $5907

expected profit = $5907