Larry's 35 ft X 20 ft room has tiled rectangles. Carpet area?

Rationale

The carpet area of Larry's room is 700 square feet.

To find the carpet area of the room, we multiply the length by the width. In this case, Larry's room is 35 feet by 20 feet, yielding a total area of 700 square feet.

A (620) YOUR ANSWER

This choice incorrectly calculates the area of the room. A common error might involve miscalculating one of the dimensions or performing an incorrect arithmetic operation. The product of 35 and 20 does not equal 620; therefore, this choice is inaccurate.

B (662) CORRECT

This option is also incorrect as it does not represent the correct computation of the area. The multiplication of 35 feet by 20 feet gives us 700 square feet, and any answer like 662 could arise from a misinterpretation of the dimensions or incorrect calculation.

C (700) YOUR ANSWER

This choice accurately represents the carpet area of the room. The calculation is straightforward: multiplying 35 feet by 20 feet results in 700 square feet, which correctly identifies the total area that needs carpeting.

D (738) YOUR ANSWER

This answer is incorrect as it does not correspond with the calculated area of the room. An area of 738 square feet would imply either an incorrect addition of other factors or a miscalculation of the dimensions provided, which are clearly defined as 35 feet in length and 20 feet in width.

Conclusion

To determine the carpet area, the formula length multiplied by width must be applied correctly. In Larry's case, this results in an area of 700 square feet, confirming that choice C correctly reflects the total area to be carpeted. Other options miscalculate or misinterpret the dimensions, reinforcing the importance of accurate arithmetic in area calculations.

Larry's 35 ft X 20 ft room has tiled rectangles. Carpet area?

The carpet area of Larry's room is 700 square feet.

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