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0.28 m3 = () l = () ml
0.28 m3 = (280) l = (280000) ml
Cubic meter conversion ton. Kilogram conversion liter. Gram conversion milliliter. Gram conversion cubic centimeter. Milligram conversion millimeter. Kilogram conversion cubic meter
It is written in the form of 1G / cubic centimeter = 1 * 10 cubic kg / cubic meter
water
Specific gravity of water = 1g / cm3
=1000 g / (1000 CC), [numerator and denominator multiply by 1000]
=1kg / cubic decimeter
=1000m3 / (1000kg)
=1 T / m3;
For water,
Cubic meter conversion ton: 1 cubic meter → 1 ton
Kilogram conversion to liter: 1 kilogram → 1 liter → 1 cubic decimeter
G to ml, G to CC: 1 g → 1 ml → 1 cc
Milligram to cubic millimeter:
1g / cm3
=0.001 g / (0.001 CC)
=0.001 g / cm3
=1 mg / cm3
That is, 1 mg → cubic mm
Unit conversion helps me to solve the problem. Be careful. L. ml. M. cm. Mm. M2. M3. G. kg. T
For example, 1 liter = how many ml, and then ml into liter should multiply or divide
1L = 1 cubic decimeter (liter) = 0.001 cubic meter = 1000 cubic centimeter (ML)
1 liter = 1000 ml
1 ml = 1 / 1000 l
1 000 per liter
The surface area of a cuboid made of 4 cubes with 2 cm long edges may be______ Square centimeter, maybe______ Square centimeter
(1) 1 × 4 arrangement: length, width and height: 2 × 4 = 8 cm, 2 cm and 2 cm respectively; surface area: (8 × 2 + 8 × 2 + 2 × 2) × 2, = (16 + 16 + 4) × 2, = 36 × 2, = 72 (square cm); (2) 2 × 2 arrangement: length, width and height: 2 × 2 = 4 cm, 2 × 2 = 4 cm and 2 cm respectively; surface area: (...)
When a cuboid with a surface area of 80dm & # 178; is cut into two equal cubes, its surface area increases by () DM & # 178;
16dm²
Pour 100 liters of water into a cube container with the edge length of 5 DM. What is the height of the water?
100 L = 100 cubic decimeter
100 △ 5 △ 5 = 4 (decimeter)
Pour 100 liters of water into a 5-decimeter cube container. The height of the water is______ Decimeter
100 L = 100 cubic decimeter, 100 △ 5 = 100 △ 25 = 4 (decimeter), answer: the height of water is 4 decimeter
Pour 60L water into a cube container with the edge length of 5DM. The height of water is () DM
60L = 60dm ^ 3
60÷(5×5) = 2.4dm
Pour 60L water into a cube container with the edge length of 5DM. What's the height of water, DM? Please 3Q
60÷(5×5) =60÷25 =2.4 dm
There is a cube water tank, each side of which is 5DM long. If a full tank of water is poured into a rectangular tank, which is 8dm long and 25cm wide, how deep is the water?
25 cm = 2.5 decimeters, 5 × 5 × 5, = 25 × 5, = 125 (cubic decimeters); 125 ^ (8 × 2.5), = 125 ^ 20, = 6.25 (decimeters); answer: the water depth is 6.25 decimeters
RELATED INFORMATIONS
- 1. Fill a cube water tank with 8 decimeters long, and then pour all the water into the cuboid water tank with 80 square decimeters bottom area. What's the height of the water tank?
- 2. A 4.5-meter-long cube pool is filled with water. If all the water in the cube pool is put into a 6-meter-long, 2.5-meter-wide cuboid pool, How deep is the pool
- 3. A cube pool, edge length of 3.5 meters, this pool covers an area of () square meters, full of water can hold () liters of water. The sum of edge length of a cuboid is 96 cm If the sum of the edge lengths of a cuboid is 96cm and the ratio of length, width and height is 1:2:3, the surface area of the cuboid is () square centimeter and the volume is () cubic centimeter
- 4. There is a cube iron block with an edge length of 80 cm. Now we need to melt it into a cuboid with a cross-sectional area of 20 square cm. How long is the cuboid
- 5. A cuboid pool is 8.5 meters long, 4 meters wide and 2 meters deep. If you inject water into the pool, you can put in 8 cubic meters per hour. How many hours does it take to fill the pool?
- 6. A cuboid pool is 10 meters long, 8 meters wide and 3.5 meters deep. If 200 cubic meters of water is injected into the pool, how deep is the water?
- 7. A cuboid pool is 2 meters long and 1 meter wide. Now it is necessary to edge the pool all around and at the bottom 1 decimeter square tiles, then at least how many such tiles are needed?
- 8. The bottom of a cuboid pool is 8 decimeters long and 4 decimeters wide. If you pour 2 decimeters of water into the empty pool, how many liters of water do you need A stone is put into the pool. All the stones are submerged in the water. The water surface rises by 1 decimeter. Can you find out the volume of this stone?
- 9. The bottom of a cuboid pool is 15 decimeters long and 6 decimeters wide. How many liters of water do you need to fill the pool with water four decimeters high
- 10. The bottom area of a cuboid pool is 72 square meters. How many liters of water do you need to inject 2 decimeters of water into the pool
- 11. The 2011 power of 2 divided by the 2009 power of 2 - (- 1 / 4) of the negative 2 power + (- 0.2) of the 2009 power, what is the 2010 power of X5
- 12. The density of ice is 0.9 kg / m3. When a certain amount of water solidifies into ice, its volume increases by 40 cubic centimeters. What is the mass of water?
- 13. What is the density of pure milk? It's pure milk from Mengniu
- 14. A metal that is denser than lead What metals are denser than lead?
- 15. The mass ratio and volume ratio of solid lead and copper blocks of equal weight are, the ratio of buoyancy received when they are put into water is, and the ratio of buoyancy received when they are put into mercury is
- 16. The buoyancy of a hollow metal sphere with a weight of 1kg and a volume of 1.2dm is calculated
- 17. Why is mercury so dense? Go deeper
- 18. The density of mercury is 13.6 × 10 cubic meters. If half a bottle of mercury is poured out, what is the density of the remaining mercury?
- 19. Let's relax and do a number game: Step 1: take a natural number N1 = 5, calculate N12 + 1 to get A1; step 2: calculate the numbers of A1 Let's relax and play a number game Step 1: take a natural number N1 = 5, and calculate N12 + 1 to get A1; Step 2: calculate the sum of the numbers of A1 to get N2, and calculate N22 + 1 to get A2; Step 3: calculate the sum of the numbers of A2 to get N3, and calculate N32 + 1 to get A3; ………… And so on, the value of A2008?
- 20. Find the maximum value g (a) of the function y = - cosx ^ 2 + acosx + (5 / 8) A-1 / 2 (x is greater than or equal to 0, less than or equal to half)