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Some math problems can't be solved, please answer them quickly.
1. The students made 20 cylindrical lampshades with colored paper, each with a height of 35cm and a circumference of 47. 1cm. How much colored paper do you need at least?

Only the lateral area is not covered on the top and bottom of the cylindrical lampshade, and the cylindrical lateral area = the perimeter of the bottom * is high. Calculate a lateral area first, and the area of 1 lampshade is 35*47. 1= 1648.5 (square centimeter), and then multiply it by 20 such lampshades.

20 is 1648.5*20=32970 (square centimeter).

2. A conical sand pile with a bottom area of 28.26 square meters and a height of 2.5 meters. Using this pile of sand to pave a pavement with a thickness of 2cm on a pavement with a width of 10m, how many meters can it be paved?

Cone sand pile volume: 1/3× 28.26× 2.5 = 23.55 (m3) Road thickness: 2cm = 0.02m Road length: 23.55 ÷ 0.02 ÷10 =/kloc-0.

There is a cube made of wood, and its side length is 4dm. Make this piece of wood into the largest cylinder. What is the volume of this cylinder?

The bottom surface has a diameter of 4 decimeters, a radius of 2 decimeters and a height of 4 decimeters.

V = 3. 14x2x4 = 50.24 square decimeter.