In a cylindrical glass jar with a bottom diameter of 12 cm, a height of 20 cm and a water depth of 15 cm, a cone iron block with a bottom diameter of 10 cm is put into the jar, and the water is cooled Rise 2cm, find the height of the cone iron block

In a cylindrical glass jar with a bottom diameter of 12 cm, a height of 20 cm and a water depth of 15 cm, a cone iron block with a bottom diameter of 10 cm is put into the jar, and the water is cooled Rise 2cm, find the height of the cone iron block


3.14×(12/2)²×2×3÷3.14÷(10/2)²=8.64cm
The height of the cone is 8.64cm



A cuboid has a surface area of 368c & nbsp; M2, a bottom area of 40C & nbsp; M2 and a bottom perimeter of 36cm______ .


According to the analysis, 368-40 × 2 = 288 (square centimeter), 288 △ 36 = 8 (centimeter), 40 × 8 = 320 (cubic centimeter). Answer: the cuboid volume is 320 cubic centimeter. So the answer is: 320 cubic centimeter



A cuboid has a surface area of 368c & nbsp; M2, a bottom area of 40C & nbsp; M2 and a bottom perimeter of 36cm______ .


According to the analysis, 368-40 × 2 = 288 (square centimeter), 288 △ 36 = 8 (centimeter), 40 × 8 = 320 (cubic centimeter). Answer: the cuboid volume is 320 cubic centimeter. So the answer is: 320 cubic centimeter



A rectangular glass tank, the bottom is a square with a circumference of 56 cm, now pour 9 liters of water into the tank, what is the height of the water in the tank? (integer is reserved for the result)


9 L = 9 cubic decimeter, 56 cm = 5.6 decimeter, 5.6 △ 4 = 1.4 (decimeter), 9 △ 1.96 ≈ 5 (decimeter), a: the height of water in the cylinder is 5 decimeter