write the expression to find area of four walls
Answers
• The expression to find the area of four walls is 2(l+w)h, where l, w and h are length, width and height respectively. (for rectangular room and rectangular walls)
• OR, The expression to find the area of four walls is 4lh, where l and h are length and height respectively. (for squared room but rectangular walls)
• OR, The expression to find the area of four walls is 4l², where l and l are length and height respectively. (for squared room and squared walls)
Step-by-step explanation:
Part 1. (for rectangular room and rectangular walls)
[ A room is rectangular, that is, its walls are also rectangular, then we calculate the area of the four walls. ]
There are two walls with height h on the length l, and thus the area of these two walls is 2lh.
Also, there are two walls with height h on the width w, and thus the area of these two walls is 2wh.
So, the area of the four walls = 2lh+2wh = 2(l+w)h.
Part 2. (for squared room but rectangular walls)
[ A room is squared, but its height is not a side of the square, then we calculate the area of the four walls. ]
There are four walls with height h on the length l, and thus the area of these four walls = 4hl.
Part 3. (for squared room and squared walls)
[ A room is squared, that is, its walls are also squared, then we calculate the area of the four walls. ]
There are four walls with height l on length l, and thus the area of the four walls is 4ll = 4l².
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