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123 tiles

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โˆ™ 2014-03-05 17:54:40
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Q: How many 6.5x6.5 tiles would you need for 36 square foot room?
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A builder needs to tile a 7 foot by 8 foot room with one-foot square tiles. How many tiles will she need?

You would need 56 tiles to do the floor


How many Scrabble tiles are in a square foot?

Scrabble tiles are 0.75 inch × 0.75 inch square. Therefore, one square foot of Scrabble tiles will include 256 tiles in a square of 16 X 16 tiles.


How many 2 inch tiles fit in 1 square foot tile?

A one square foot tile would be 12 inches on a side. That means it would take 6 tiles. Multiply it out would be 36 2 inch tiles.


How many 12 inch tiles to cover 30 square foot room?

12 inches = 1 foot Thus the tiles would be 1 foot square. You therefore need 30 to cover a 30 square foot room.


How many 4 inch tiles in 1 square foot?

One square foot is 12 inches by 12 inches so you can fit in it 9 tiles in a 3 tiles by 3 tiles square.


How many 1 inch square tiles would be needed to cover square foot?

144


How many tile do i need for a 6 foot by 10 foot room?

60 square feet would be 60 one foot square tiles. Get 5 or 6 extra for breakage.


How many tiles would you need at 6 x 6 to cover 194 square feet?

776. You need four tiles for one square foot (tiles are 36 square inches, a square foot is 144 square inches) so 4 tiles times 194 sqft is 776. You will want some spares too.


How many 1 inch by 1 square tiles for 6 square feet?

864 tiles.144 tiles per square foot.


If a room is 8ft x 8ft and you have 4 square foot tiles how many tiles do you need?

16 square tiles


If a room is 400 square feet how many 2 foot by 2 foot tiles would it take to cover it?

A tile measuring 2 foot by two foot (which, incidentally, is an unusually large tile) has an area of 4 square feet, so it would take 100 such tiles to cover a 400 square foot floor.


How many 6x6 tiles do you need to make 100 square feet?

400. That's because there are four six-by-six tiles in each square foot. 4 tiles per square foot X 100 square feet = 400 tiles.

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