Question

Which system of equations below can be used to solve the following problem? The area of a rectangular room is 80 square feet. If the length of one side of the room is 8 feet, what is the perimeter of the room? A. B. C. D. Options: A = 8+w P=2(8+W) 80 = 8w P = 2(8+w) 80 = 8(/xw) P=2(8+W) A = 8w P=8+W

Answer 1

The perimeter of the room can be calculated by adding up all the sides. For a rectangular room, opposite sides are equal in length, so we simply multiply the length by 2 and then add it to the width.

Step-by-step explanation:

To find the perimeter of a room, we need to add up all the sides. In a rectangular room, opposite sides are equal in length. Let's say the length of one side is 8 feet, which means the other side is also 8 feet. The perimeter is then calculated by adding all the sides together: P = 2(8 + 8) = 32 feet.

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