What is the weight of 50 cm in width, 50 cm in length and 80 cm in height?

Updated on culture 2024-05-05
24 answers
  1. Anonymous users2024-02-09

    The weight of 50cm wide, 50cm long, and 80cm high is uncertain, its volume is given, but its density is not given, the mass is equal to the density times the volume, so the density of different objects is not the same, and the weight of stone and foam is not the same.

  2. Anonymous users2024-02-08

    You asked this question with insufficient conditions, you only gave a width of 50 cm, a length of 50 cm, and a height of 80 cm, which is just a volume, and what exactly it is is not said. Different materials have different weights. For example, the weight difference between such a large volume of iron and such a large volume of wood is too great, and you have to supplement the known conditions and tell everyone what your volume is, so that everyone can help you calculate its weight.

  3. Anonymous users2024-02-07

    50 cm wide, 50 cm long, 80 cm high, this size of the object, depending on what kind of material the object is, different materials, the weight is also different.

  4. Anonymous users2024-02-06

    This object must be a cuboid, and the volume can be calculated directly, but there is no way to calculate the weight without specific gravity.

  5. Anonymous users2024-02-05

    Knowing the length, width, and height can find the volume, but to find the weight of an object, you also need to know the density of the object, and the density multiplied by the volume equals the weight.

  6. Anonymous users2024-02-04

    Volume can be calculated, but you don't say what substance it is, you don't have density, you can't calculate weight.

  7. Anonymous users2024-02-03

    The conditions you give can only approximate the volume, but not the weight.

  8. Anonymous users2024-02-02

    The weight of different materials is different, and you know exactly what material.

  9. Anonymous users2024-02-01

    360,000 cubic meters. According to the inquiry, the relevant letter rubber socks show that Liang Chenji, 180 meters long, 50 meters wide, 40 meters high, and the volume is 180 50 40 = 360,000 cubic meters of liquid rice.

  10. Anonymous users2024-01-31

    180 liters. Water quantity equation. = Length * Width * Height (unit: cm) 1000 = liters.

    or length * width * height (unit: decimeters) = liters.

    80 cm fish tank 160 liters. The size of the 80 cm fish tank is not large, the water body is very small, that is, the length of the fish tank is 80 cm, the width is estimated to be 40 cm, the height is estimated to be 50 cm, according to the formula of length multiplied by width multiplied by height, it can be concluded that the 80 cm fish tank is 160 liters, suitable for raising small and medium-sized tropical ornamental fish species, parrot fish, angelfish, parrot fish and so on.

  11. Anonymous users2024-01-30

    Because it is a cuboid, there are 2 on each face, and the length, width, and front height of the Shengsen cuboid are known, so the surface area is 2 (100 60 + 100 50 + 60 50) = 2 14000 = 28000 square centimeters.

  12. Anonymous users2024-01-29

    Cuboid? If you find the side area, one side is 100 5 = 500 square centimeters, the other side is 5 60 = 300 square centimeters, and the other side is 100 60 = 6000 square centimeters. Hope it helps.

  13. Anonymous users2024-01-28

    The area of 100 cm long and 5 cm high and 60 wide is 13,600 cm equal to 136 meters.

  14. Anonymous users2024-01-27

    The area is equal to 6000 square centimeters, and the formula for calculating the area is length times width, so it is equal to 100 times 60 is 6000 square centimeters.

  15. Anonymous users2024-01-26

    This belongs to the problem of finding the area of the cuboid, let the length of the cuboid be a, the width is b, and the height is c, and the area formula of the cuboid is s 2* (length times width, length times height, width by height), that is, s 2*(a*b+a*c+b*c)=2*(100*60+100*5 60*5) = 13600 square centimeters.

  16. Anonymous users2024-01-25

    If it is rectangular, it has six sides and the opposite is the same. So, 100 60 2 12000 square centimeters.

    100 5 2 1000 square centimeters.

    60 5 2 600 square centimeters.

    The surface area is: 12000 + 1000 + 600 13600 square centimeters.

    Square metre. If the rectangle is missing a lid, then it is one less underside, so.

    100 60 6000 square centimeters.

    100 5 2 1000 square centimeters.

    60 5 2 600 square centimeters.

    The surface area is: 6000 + 1000 + 600 7600 square centimeters.

    Square metre.

  17. Anonymous users2024-01-24

    Hello! The formula for the area of the box = length and width 2 + width and height 2 + length and height 2, or: the surface area of the box = (length and width + width and height + length and height) 2.

    100x60x2 + 60x5x2 + 100x5x2 = 13600 (square centimeters).

    A: The area is 13,600 square centimeters.

  18. Anonymous users2024-01-23

    This can be set by the formula length + width brackets multiplied by 2, (100 + 60) times 2 = 320

  19. Anonymous users2024-01-22

    Root we know that the area of a rectangle is equal to the length multiplied by the width. 100 60 6000 square centimeters.

  20. Anonymous users2024-01-21

    The area of the rectangle is equal to the length times the width, and the formula is 100 60 is equal to 6000

  21. Anonymous users2024-01-20

    Solution: 100 cm = 10 decimeters, 50 centimeters = 5 decimeters, 85 centimeters = decimeters.

    10 5 cubic decimeters.

    1 425 = 425 liters.

    A: The volume is 425 liters.

  22. Anonymous users2024-01-19

    Summary. 100 cm, 1 m, 50 cm, 85 cm.

    How many liters is the volume of 100 cm long times 50 cm wide and 85 cm high.

    How many liters is the volume of 100 cm long times 50 cm wide and 85 cm high. I'm answering for you :

    Hello! According to the current topic information, what is the volume of 100 cm long times 50 cm wide and 85 cm high? This is a simple calculation problem.

    100 cm, 1 m, 50 cm, 85 cm.

    Volume cubic.

    1 cubic 1000 liters cubic 425 liters.

    Answer: 425 liters volume 1 cubic 1000 liters cubic 425 liters.

  23. Anonymous users2024-01-18

    Summary. With an inner diameter of 100 cm, a width of 60 cm, and a height of 50 cm, the capacity of this volume is 300,000 cubic centimeters.

    The inner diameter is 100 cm, the width is 60 cm, and the height is 50 cm.

    With an inner diameter of 100 cm, a width of 60 cm, and a height of 50 cm, the capacity of this volume is 300,000 cubic centimeters.

    The capacity of this volume can be obtained by calculating the volume of the cuboid: volume = length width height According to the title, the inner diameter of this cuboid is 100 cm, the width of the wax bush is 60 cm, and the height is 50 cm, therefore: length = inner diameter = 100 cm width = 60 cm height = 50 cm Substituting these data into the formula:

    Volume = 100 cm, 60 cm, 50 cm = 300,000 cubic cm.

    That's how many pounds.

    Is it water as an example?

    Because 1 cubic centimeter of water is 1 gram, so by converting 300,000 cubic centimeters into liters, and then multiplying by the density of the stove in the water by 1 gram milliliter, you can get the weight of this container filled with water: volume = 300,000 cubic centimeters = 300 liters, density of water = 1 gram milliliter = 1 kilogram liter, weight = volume x density of water = 300 kilograms, therefore, the weight of this container filled with water is 300 kilograms (or 300,000 grams), which is about 300,000 1000=300 kg = 300 kg.

  24. Anonymous users2024-01-17

    Summary. Is 10 meters long the length below?

    10 meters long, 80 centimeters wide, 50 centimeters wide, 1.5 meters high, how many squares is this?

    Is 10 meters long the length below?

    How long is it? Ten meters long is the height of the formwork.

    What do you mean by 2 meters tall?

    According to your data, it should be a ladder.

    Template height. If you can, take a picture.

    Your data is incomplete.

    Diagram can't be used.

    Do the heights of these two formwork correspond to the widths of 80 and 50 respectively? If so, then the height of these two templates should directly have a waist height.

    You can send **.

    It is a trapezoid, 2 meters high, wide at the bottom, wide at the top, calculated by 10 meters, how many squares.

    But according to the volume formula of the trapezoid, you are missing data<> you tell me the calculation formula.

    S1 is the upper bottom area, and S2 is the bottom bottom area. v=[s1+s2+root(s1xs2)]xh 3

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