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How many 11.75x11.75 tiles are needed for 60 square feet? - Answers

Assuming the tiles are 11.75 inches * 11.75 inches, the area of each tile is 138.0625 sq inches. Area to be covered = 60 sq feet = 60*144 = 8640 sq inches. So, minimum number of tiles required = 62.58 = 63 tiles. That is the mathematical answer. However, it assumes that almost all the offcuts are used, that there is virtually no wastage. In real life that will not be the case, particularly if the 60 square feet shape is ill formed - a random shape with lots of narrow bits sticking out, for example.



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How many 11.75x11.75 tiles are needed for 60 square feet? - Answers

https://math.answers.com/math-and-arithmetic/How_many_11.75x11.75_tiles_are_needed_for_60_square_feet

Assuming the tiles are 11.75 inches * 11.75 inches, the area of each tile is 138.0625 sq inches. Area to be covered = 60 sq feet = 60*144 = 8640 sq inches. So, minimum number of tiles required = 62.58 = 63 tiles. That is the mathematical answer. However, it assumes that almost all the offcuts are used, that there is virtually no wastage. In real life that will not be the case, particularly if the 60 square feet shape is ill formed - a random shape with lots of narrow bits sticking out, for example.



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https://math.answers.com/math-and-arithmetic/How_many_11.75x11.75_tiles_are_needed_for_60_square_feet

How many 11.75x11.75 tiles are needed for 60 square feet? - Answers

Assuming the tiles are 11.75 inches * 11.75 inches, the area of each tile is 138.0625 sq inches. Area to be covered = 60 sq feet = 60*144 = 8640 sq inches. So, minimum number of tiles required = 62.58 = 63 tiles. That is the mathematical answer. However, it assumes that almost all the offcuts are used, that there is virtually no wastage. In real life that will not be the case, particularly if the 60 square feet shape is ill formed - a random shape with lots of narrow bits sticking out, for example.

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      Assuming the tiles are 11.75 inches * 11.75 inches, the area of each tile is 138.0625 sq inches. Area to be covered = 60 sq feet = 60*144 = 8640 sq inches. So, minimum number of tiles required = 62.58 = 63 tiles. That is the mathematical answer. However, it assumes that almost all the offcuts are used, that there is virtually no wastage. In real life that will not be the case, particularly if the 60 square feet shape is ill formed - a random shape with lots of narrow bits sticking out, for example.

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