Respuesta :
Each edge measures 5 inches
⇒ number of tiles that can be lined up along the edge = 5
Total number of tiles per surface = 5 x 5 = 25 tiles
Total number of surface = 5 ← (4 sides + the top)
Total number of tiles needed = 25 x 5 = 125
Answer: He needs 125 tiles.
⇒ number of tiles that can be lined up along the edge = 5
Total number of tiles per surface = 5 x 5 = 25 tiles
Total number of surface = 5 ← (4 sides + the top)
Total number of tiles needed = 25 x 5 = 125
Answer: He needs 125 tiles.
Hoi!
First, we need to calculate the area. Since we are told that the edge of the table measures 25 inches, we square this number.
25^2 = 625
The area of each side is 625.
Now we find the area of each tile. Each tile's edge measures 5 inches.
5^2 = 25.
Now that we've found the area of each tile, we can find the number of tiles needed for the top.
Area of side/Area of tile = 625/25
The answer to this is 25.
Number of tiles needed for the top and four sides =
(1 + 4) * 25
5 * 25 = 125
Your answer is 125 tiles.
First, we need to calculate the area. Since we are told that the edge of the table measures 25 inches, we square this number.
25^2 = 625
The area of each side is 625.
Now we find the area of each tile. Each tile's edge measures 5 inches.
5^2 = 25.
Now that we've found the area of each tile, we can find the number of tiles needed for the top.
Area of side/Area of tile = 625/25
The answer to this is 25.
Number of tiles needed for the top and four sides =
(1 + 4) * 25
5 * 25 = 125
Your answer is 125 tiles.