-
A square pool with a side length of 20 meters needs to be pasted on a total of 5 sides, and the side length is 2 decimeters = meters.
The area of tiles is square.
The area of the pool on one side is 20*20=400 square meters, and 400 pieces are needed.
5 sides is 10,000 * 5 = 50,000 pieces.
-
20 meters = 200 decimeters.
200 2 = 100 blocks.
Each surface should be paved with 100x100=10,000 pieces.
There are 5 sides of the pool, so you need a total of tiles
10000x5=50000 blocks.
If you need to lay a circle of tiles around the edge of the pool, you have to add more:
100x4+4=404 blocks.
A total of tiles are needed: 50,000 + 404 = 50,404 pieces.
If I put two circles of tiles around the edges, I will have to add a few tiles to the corners, and it will be too late for me to figure it out.
-
The total area divided by the area of each tile is the total number of tiles used. S total = 20x20 = 400 m, s porcelain = m, total number of blocks: n = 400 (blocks).
-
200 2=100 rows.
200 2 = 100 columns.
100 100 = 10,000 blocks.
A: A total of 10,000 tiles will be used.
-
(1) If the pool is tiled around the pool and the bottom of the pool:
The area of tiles in the pool = bottom area + 2 (front surface + left surface area) = length x width + 2 (length x depth + width x depth).
3ox24+2 (30x12+24x12) = 2016 square decimeters.
2) If you put tiles only in the pool for 4 weeks
The area of tiles = front and rear side area + left and right side surfaces.
2 (length x depth + width x depth).
2(30x12+24x12)
2x6481296 square decimeters.
-
There are 4 rectangles around the pool, two rectangles of 30 12 and two rectangles of 24 12.
Therefore, the required tile area is:
2 30 12 + 2 24 12 1296 (square decimeter).
-
The area that needs to be tiled is.
20 8 (20 sqm).
Tiles are needed. 244 (block).
-
The area is 4 3+2 (4+3) 2=40 square meters.
So to 40 (blocks.)
The maximum water storage is 4 3 2 = 24 cubic meters.
-
Area = 4 3 + 2 (4 + 3) 2 = 40 square meters 2 dm = dm.
Tiles = 40 (blocks.)
Water storage = 4 3 2 = 24 cubic meters.
-
A rectangular cistern 20 meters long, 8 meters wide and 8 meters deep is tiled, and a total of 244 square meters of tiles are required.
-
This is to calculate the surface area of the reservoir, which should be five faces, so it is 20 square meters.
-
Bottom: 20 8 160 (sq.m.).
Front and rear sides: 8 sqm).
Left and right: 20 sq.m.).
160 + 24 + 60 244 (sq.m.).
-
The area of its base and four facades is 244 square meters.
Then you calculate the amount of tiles based on this area and the loss of tiles.
-
= 244 (sqm).
A total of 244 square meters of tiles are required.
-
A total of 244 square meters of tiles are required.
-
Multiply equals square meters equals 240 240 divided equals 6000 blocks.
-
The area to be tiled is 20 8 (20 square meters) and 244 tiles (blocks) are required
-
(20x8+ square meters square meters 404 divided by blocks.)
-
The area that needs to be tiled is.
20 8 (20 sqm).
Tiles are needed. 244 (block).
-
The length of the reservoir may be 3 meters, then the bottom area of the reservoir is 3*10 30 square meters, each tile area is square meters, and 30 tiles are needed.
Side area: (3+10)*2*square meters, tiles required: blocks.
Total tiles needed: 750 + 1430 2180 tiles.
-
3 cm long?
The tiles are almost 3 cm thick. Can you let it go?
There are four spellings, and the rectangular ones are: 24 cm long, 1 cm wide, 12 cm long, 2 cm wide, 3 cm long, 8 cm wide, 4 cm long, and 6 cm wide. >>>More
Use two squares with a side length of 4 cm to form a rectangle, the circumference of the rectangle is 24 cm, and the area is 32 cm. >>>More
The diagonal of the square is twice the length of the sides of the square. >>>More
Let the side length be x x = 8 Solution: x = 2 2 cm Answer: The side length is 2 2 cm. >>>More
10 4 = decimeter The circumference of a square is known, and the perimeter of the square is divided by 4 >>>More