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