A rectangular sheet of iron, 96 cm long and 80 cm wide, should be cut into a square of the same size without any surplus. What is the longest side length of this square? How many pieces are they cut into?

RELATED INFORMATIONS

• 1. A kind of rectangular porcelain is 42 cm wide and 24 cm wide. How many pieces do you need at least to make a square pattern with these tiles
• 2. To lay bricks on the ground with a length of 5 meters and a width of 3 meters, there should be one or two kinds of floor tiles; a square with a side length of 40 cm and a square with a side length of 50 cm 1. How many pieces of these two kinds of floor tiles do you need at least? 2. If the small tiles cost 605 yuan each, and the large tiles cost 7.2 yuan each, how many yuan do you need to use them to pave the floor?
• 3. To the length and width of 5 meters and 3 meters of the floor tiles, there are two specifications: 1. Side length of 40 cm square; 2. Side length of 50%
• 4. There is a rectangular living room, 6.4 meters long and 4 meters wide. It needs to lay 80 cm square tiles. How many tiles do you need? If each tile costs 35 yuan, how much do you need Be sure, les,
• 5. Given that the straight line X-my + 3 = 0 and the circle x ^ + y ^ - 6x + 5 = 0.1, when the straight line is tangent to the circle, find the value of the real number M
• 6. Known X-Y = 2, x ^ 2Y ^ 2 = 4 (1) XY value (2) x ^ 2008 + x ^ 2009 value
• 7. The solution set of inequality x + 3 ＞| 2x-1 | is______ ．
• 8. 8 × 2 + 5x = 19, find the value of X
• 9. Using the formula (a + b) (a-b) = A2-B2 to calculate (x + 2y-1) (x-2y + 1), the following deformation is correct () A. [x-（2y+1）]2B. [x+（2y+1）]2C. [x-（2y-1）][x+（2y-1）]D. [（x-2y）+1][（x-2y）-1]
• 10. Solve the equation 12-3x + 3 = 6-2x + 4
• 11. A rectangular sheet of iron, 96 cm long and 80 cm wide, should be cut into the same size What is the maximum side length of this square? How many pieces are it cut into?
• 12. A rectangular sheet of iron, 96 cm long and 80 cm wide, should be cut into a square of the same size without any surplus. What is the maximum side length of this square? How many pieces should it be cut into?
• 13. There is a rectangular sheet of iron, 96 cm long and 80 cm wide How many centimeters is the longest side of a square?
• 14. A rectangular sheet of iron, 96 cm long and 80 cm wide, should be cut into a square of the same size without any surplus. What is the longest side length of this square? How many pieces are they cut into?
• 15. A cuboid swimming pool is 20 meters long, 5 meters wide and 2 meters deep. Now put cement on each side of the pool first, and then stick ceramic tiles with a length of 4 decimeters. How many tiles do you need? If you use 5000 grams of cement per square meter, how much cement do you need? It's due tomorrow. Thank you
• 16. A cuboid children's swimming pool is 40 meters long, 14 meters wide and 1.2 meters deep. How many pieces of square tiles with an area of 0.16 square meters need to be pasted on the four walls and the bottom of the pool?
• 17. A cuboid children's swimming pool is 40 meters long, 14 meters wide and 1.2 meters deep. Now, how many square tiles with an area of 0.16 square meters should be pasted on the four walls and the bottom of the pool
• 18. The swimming pool of a school gymnasium is 50 meters long, 20 meters wide and 1.2 meters deep. How many tiles are needed to paste 0.16 square meters of tiles on the red wall and the bottom of the pool
• 19. The floor is 80 decimeters long and 60 decimeters wide. From the point of view of never wasting materials, you can choose the square floor tile with the side length of how many decimeters? It is more appropriate to choose the floor tile with the side length of how many decimeters? Tell me your reasons
• 20. The side length of a square tile is 80 cm. What is the area of this tile? A rectangular square 100 m long and 80 m wide is paved with bricks At least how much?