The green carpet is 5 feet wide by 2 feet long and therefore it has an area of.
The green carpet is 5 feet wide by 2 feet long and therefore it has an area of.
There are two carpets in this room.
The green carpet is 2 feet wide by 4 feet high and therefore has an area equal to 8 square feet.
So in square feet in terms of x our area is 3x 2 13x 10 sq.
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In graph 7 the blue carpet is 2 feet wide by 5 feet long.
Nurx c career x 93 174.
Its area is the same as the area of the green carpet.
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The area of the rug is the amount of space occupied by or covered by the rug.
The area of one small square is therefore.
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The green carpet is 5 feet wide by 2 feet long and therefore it has an area of 5048763.
The blue carpet is 2 feet wide by 4 feet high.
Answer to mind tax c refresh x c 12.
Each small square in the grid for this graph has one side equal to 1 pound of screws and one side equal to 1 dollar per pound.
Begin array l area length times width area x 5 times 3x 2 end array now we need to multiply this out.
To do so multiply legnth times width.
The blue carpet is 2 feet wide by 5 feet long.
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We can find the area of the rugs measured in square feet by counting the number of squares that each rug covers.
1 1 points.
Its area is the area of the green carpet.
1 1 close explanation the green carpet is 5 feet wide by 2 feet long and therefore it has an area of 10.
Its area is a smaller than the area of the green carpet b the same as the area of the green carpet c larger than the area of the green carpet.
Suppose the diagram below shows the floor plan of a room measuring 10 feet by 10 feet.
Distance feet the green carpets feet wide by feet the green caret the blue carpets 2 feet wide by 5 feet long.
In graph 7 the green carpet is 5 feet wide by 2 feet long and therefore it has an area of 14.
Each rug comprises 10 squares each 1 foot by 1 foot.