For the rectangular parking area of the shopping center shown, which one of the following equations says that the area is 30,000 yd^2 ?

A. x + (3x+100) = 30,000

B. x (3x+100) = 30,000

C. 2x+2 (3x+100) = 30,000

D. none of the above

Equation __ says that the area is 30,000 yd^2.

Question

Mathematics

Gabriel Oconnell

1 January, 12:13

For the rectangular parking area of the shopping center shown, which one of the following equations says that the area is 30,000 yd^2 ?

A. x + (3x+100) = 30,000

B. x (3x+100) = 30,000

C. 2x+2 (3x+100) = 30,000

D. none of the above

Equation __ says that the area is 30,000 yd^2.

+2

Answers (1)

Know the Answer?

Austin Jones · Answer 1

Area of a rectangle is given by:

Area=length*width

From above we see that area is the product of two sides. Therefore from the options we have been given, the expressions that shows the area is 30000 yd² is B. x (3x+100) = 30000.

This is because our area has been expressed as the product of x and (3x+100), in other words we can assume that the dimension of our rectangle is x yds by (3x+100) yds.

For the rectangular parking area of the shopping center shown, which one of the following equations says that the area is 30,000 yd^2 ?A. x + (3x+100) = 30,000B. x (3x+100) = 30,000C. 2x+2 (3x+100) = 30,000D. none of the aboveEquation __ says that the area is 30,000 yd^2.

For the rectangular parking area of the shopping center shown, which one of the following equations says that the area is 30,000 yd^2 ?

A. x + (3x+100) = 30,000

B. x (3x+100) = 30,000

C. 2x+2 (3x+100) = 30,000

D. none of the above

Equation __ says that the area is 30,000 yd^2.