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6 days ago
15

Betty paints twice as fast as Dan. Working together, Dan and Betty can paint 2, 400 square feet in 4 hours. Another employee, Su

e, joined their painting team. Working together, Dan, Betty, and Sue can paint 3, 600 square feet in 3 hours. If Sue works alone, how many square feet can she paint in 4 hours and 27 minutes? a 600 square feet b 1, 570 square feet c 1, 700 square feet d 2, 530 square feet e 2, 670 square feet
Mathematics
1 answer:
zzz [9K]6 days ago
8 0
The response is 2670 square feet, Option e. Explanation: Dan and Betty together can paint 2,400 square feet over a span of 4 hours, yielding a painting speed of 600 square feet per hour. Considering Betty paints twice as fast as Dan, we denote this in equations. The speeds can be calculated and through the inclusion of Sue’s input; her ability to paint was calculated to be 600 square feet over one hour, hence enabling us to determine how much area Sue can paint in a distinctive span of 4 hours and 27 minutes.
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