Xiao Li's birthday is coming. Xiao Hua is going to give Xiao Li a birthday present. It's packed in a cuboid box of 10 cm long, 12 cm wide and 10 cm high. Xiao Hua wants to wrap the box with wrapping paper. How many square centimeters of wrapping paper do you need
12x10x4 + 10x10x2 = 680 square centimeter
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- 1. Xiao Li wants to use a square piece of paper with an area of 400cm and cut a rectangular piece of paper with an area of 300cm along the side, Make the ratio of length to width 3:2, please explain whether Xiaoli can use this piece of paper to cut rectangular pieces
- 2. A toothpaste packaging box is 15cm long, 3cm wide and 3cm high. The carton is 60cm long, 30cm wide and 17cm high (box size). How many boxes can the carton hold at most
- 3. Calculating cartons If I have a ceramic with a volume of 12 * 12 * 12cm, how can I calculate its inner box size? (five layers of cardboard) and outer box size? The weight is 0.46kg
- 4. What is 10000 in the price calculation formula of carton? The price calculation formula of packing carton; (length + width + 7) * (width + height + 4) * 2 * unit price / 10000, what does this 10000 mean? I have never understood it!
- 5. Calculation formula of carton price (total L + 3cm) * (total W + 3cm) / 10000 * square price * 1.1 (L + W + 5cm) * (W + H + 3cm) * 2 / 10000 * square price (L + 2cm) * (W + 2cm) / 10000 * Flat formula square price, under what circumstances are these three used? I don't understand this, but who can explain it?
- 6. Carton area formula!
- 7. How does the formula of carton come from Calculation formula (length + width + 5) x (width + height + 3), "+ 5, + 3" what do you mean?
- 8. Calculation formula of carton volume
- 9. Know the floor area and plot ratio how to calculate the total building area The information we know now is the area, plot ratio, building density and green space ratio of land auction How to calculate the total area that can be built?
- 10. What parts does the total construction area of residential district include? How to calculate the total construction area with design drawings?
- 11. The bottom of a carton without cover is a square with an area of 100cm & sup2; and the height is 15cm. Put a wooden stick in the carton and the stick is 2cm out of the carton The bottom of a carton without cover is a square with an area of 100cm & sup2; and the height is 15cm. Put a wooden stick in the carton and the stick is 2cm out of the carton. Calculate the value range of the total length of the stick.
- 12. The bottom of a carton without cover is a square with an area of 100cm and height of 15cm. Put a wooden stick in the carton and the stick is 2cm out of the carton. Find the value range of the total length of the stick
- 13. The diameter of the bottom surface of a cylinder is 4 cm, the height is 15 cm, and its side area is 1______ Square centimeter, the surface area is______ Square centimeter, the volume is______ Cubic centimeter
- 14. A cylinder is 15cm in height and 188.4cm2 in volume. If you cut it into two identical cylinders, how much will the surface area increase?
- 15. A cylindrical carton is 15 cm high. If the height is reduced by 2 cm, the surface area will be reduced by 188.4 square cm
- 16. A cylindrical carton is 15 cm high. If the height is reduced by 2 cm, the surface area will be reduced by 188.4 square cm
- 17. The height of a cylindrical carton is 15cm. If the height is reduced by 2cm, the surface area will be reduced by 188.4cm I learned 188.4 △ 2 = 94.2 (CM) 94.2 △ 3.14 △ 2 = 15 (CM) 15 × 15 × 3.14 = 706.5 (square cm) 94.2 × 15 = 1413 (square cm) 706.5 × 2 + 1413 = 2826 (square cm)
- 18. A bathroom is 2.4 meters long and 1.8 meters wide. How many square meters does it cover?
- 19. A rectangular pool is 20 meters long, 10 meters wide and 2 meters deep. How many square meters does the pool cover
- 20. 1. A cuboid, 4 meters long and 3 meters wide, covers an area of () square meters at most and () square meters at least 1. A cuboid, 4 meters long and 3 meters wide, covers an area of () square meters at most and () square meters at least. 2. The surface area of a cuboid is 24 square decimeters, and it is divided into two identical cuboids, each with a surface area of () square decimeters. 3. There is a glass fish tank without a cover, 20 cm long, 15 cm wide and 10 cm high, Do such a pair of fish tank need () square decimeter of glass, a total of water () liter