James is able to sell 15 of Product A and 16 of Product B a week, Sally is able to sell 25 of Product A and 10 of Product B a week, and Andre is able to sell 18 of Product A and 13 of Product B a week. If Product A sells for exist35.75 each and Product B sells for exist42.25 each, what is the difference in the amount of money earned between the most profitable and the least profitable seller? a exist91.00 b exist97.50 c exist104.00 d exist119.50 e exist123.50

Answer: Option (e) exist 123.50 is correct.

Step-by-step explanation:

James earns:

Product A: 15 * 35.75 = 536.25

Product B: 16 * 42.25 = 676

Total Earnings = 1212.25

Sally earns:

Product A: 25 * 35.75 = 893.75

Product B: 10 * 42.25 = 422.5

Total Earnings = 1316.25

Andre earns:

Product A: 18 * 35.75 = 643.5

Product B: 13 * 42.25 = 549.25

Total Earnings = 1192.75

Above calculation shows that Sally is the most profitable seller and Andre is the least profitable seller.

So, the difference between the most profitable seller i. e Sally (1316.25) and the least profitable seller i. e. Andre (1192.75) is 123.50.