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Find the length of decorative molding needed to edge the top of the walls in a rectangular room that is 12 ft long and 8 ft wide.

a) 20 ft
b) 32 ft
c) 40 ft
d) 48 ft

User Onur Uslu
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1 Answer

3 votes

Final answer:

To calculate the amount of decorative molding needed for the room, find the perimeter of the rectangular room by adding together the lengths of all four sides. The perimeter for a room that is 12 ft by 8 ft is 40 ft, which is the total length of molding required.

Step-by-step explanation:

To find the length of decorative molding needed to edge the top of the walls in a rectangular room, you must calculate the perimeter of the room. The room in question is 12 ft long and 8 ft wide. To determine the perimeter, you add together the lengths of all four sides: Perimeter = 2×(length + width).

The calculation is therefore: Perimeter = 2×(12 ft + 8 ft) = 2×(20 ft) = 40 ft. Thus, the correct amount of decorative molding needed is 40 feet, which corresponds to choice (c).

User Vangel
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