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What else can I help you with?
How many 12x21 tiles do you need for a 585 sq foot room?
about 28
How many 12x12 tiles do you need for a 585 sq foot room?
585
How many 8inch by 8inch tiles will I need for 55 sq foot?
you probably might need 126 tiles for that
How many 6x6 tiles in sq ft?
A square foot is 12" x 12" space. You have 4 ea of 6"x6" tiles in a square foot.
How many 12 X 12 tiles do you need to cover 900 sq feet?
12 " x 12 " = 1 foot by 1 foot = 1 sq foot. 900 / 1 = 900 tiles are needed (plus waste).
How many tiles do is needed in a 10ft by 14ft kitchen with 1 sq foot of tiles?
You will need 140 tiles (10 x 14 = 140)
How many tiles do you need if your kitchen measures 12 feet by 14 feet but there is a 2 foot by 4 foot area around the sink that will not be tiled and the tiles are 1 sq foot?
tiles are 12inches by 12inches,and your kitchen measures12feet by 14feet.how many tiles would you need?
How many half inch tiles fit in 1 sq feet?
There would be 4 of the 1/2" tiles in each sq inch since 12"x12" = one sq ft There are 144 sq inches in a sq foot
How many 6 inch square tiles do you need to cover 5 sq feet?
There are 4 6X6 tiles per sq foot. So looks like 4 tiles X 5 Feet=20 tiles.
If A bathroom floor has 4x4-inch tiles covering its surface. if the floor is 3x5 feet. how many tiles were used?
There are 3 tiles per foot, so 9 per square foot. 3 ft x 5 ft = 15 sq ft x 9 tiles per sq ft = 135 tiles
How do you know how much tiles you need to tile a floor 6ft by 8ft with 12ft tiles?
Assuming you mean 12 square foot tiles and this is going to be a perfect fit: You need to find the area: A = w * h = 6 * 8 = 48 sq ft Divide the area (A) by the area of the tiles: 48 sq ft / 12 sq ft = 4 The answer is four tiles.
How many 16x16 tiles do you need for 50 square feet of space?
LXW= sq inches Sq Inches divided by 144 (sq inches in a sq foot)= the # of sq ft per tile (It will be about 1.7 but you have to do the math to be exact) 50 sq feet divided by (sq ft per tile) = the number of tiles somewhere between 25 -30 tiles...
