a rectangular patio is 9 ft by 6 ft. when the length and width are increased by the same amount, the area…

a rectangular patio is 9 ft by 6 ft. when the length and width are increased by the same amount, the area becomes 88 sq ft. ginger is using the zero - product property to solve the equation (6 + x)(9 + x)=88. what does the value of x in her solutions represent?\none possible length and one possible width\ntwo possible amounts for the widths\ntwo possible amounts for the lengths\ntwo possible amounts by which the dimensions were changed

a rectangular patio is 9 ft by 6 ft. when the length and width are increased by the same amount, the area becomes 88 sq ft. ginger is using the zero - product property to solve the equation (6 + x)(9 + x)=88. what does the value of x in her solutions represent?\none possible length and one possible width\ntwo possible amounts for the widths\ntwo possible amounts for the lengths\ntwo possible amounts by which the dimensions were changed

Answer

Brief Explanations:

The original length is 9 ft and width is 6 ft. We set up the equation ((6 + x)(9 + x)=88) where (x) is the amount by which both length and width are increased. So (x) represents the possible amounts by which the dimensions (length and width) were changed.

Answer:

D. two possible amounts by which the dimensions were changed