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How many 300mmx600mm tiles fit into 1square meter? - Answers

300 mm = 0.300 meter and 600 mm = 0.600 meter. The area in meters of each tile is therefore 0.300 X 0.600 = 0.180 square meter. The number of tiles require to total 1 square meter therefore is 1/0.180 = about 5.5. Therefore, no integral number of tiles will exactly fill the specified space, and no more than five will fit. If the 1 square meter has a very long and narrow shape, narrower than 0.300 meter, no tiles at all will fit.



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How many 300mmx600mm tiles fit into 1square meter? - Answers

https://math.answers.com/math-and-arithmetic/How_many_300mmx600mm_tiles_fit_into_1square_meter

300 mm = 0.300 meter and 600 mm = 0.600 meter. The area in meters of each tile is therefore 0.300 X 0.600 = 0.180 square meter. The number of tiles require to total 1 square meter therefore is 1/0.180 = about 5.5. Therefore, no integral number of tiles will exactly fill the specified space, and no more than five will fit. If the 1 square meter has a very long and narrow shape, narrower than 0.300 meter, no tiles at all will fit.



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https://math.answers.com/math-and-arithmetic/How_many_300mmx600mm_tiles_fit_into_1square_meter

How many 300mmx600mm tiles fit into 1square meter? - Answers

300 mm = 0.300 meter and 600 mm = 0.600 meter. The area in meters of each tile is therefore 0.300 X 0.600 = 0.180 square meter. The number of tiles require to total 1 square meter therefore is 1/0.180 = about 5.5. Therefore, no integral number of tiles will exactly fill the specified space, and no more than five will fit. If the 1 square meter has a very long and narrow shape, narrower than 0.300 meter, no tiles at all will fit.

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      300 mm = 0.300 meter and 600 mm = 0.600 meter. The area in meters of each tile is therefore 0.300 X 0.600 = 0.180 square meter. The number of tiles require to total 1 square meter therefore is 1/0.180 = about 5.5. Therefore, no integral number of tiles will exactly fill the specified space, and no more than five will fit. If the 1 square meter has a very long and narrow shape, narrower than 0.300 meter, no tiles at all will fit.

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