Weight is measured in Newtons, whereas kilograms measure mass. So, if your question was about mass, two bricks would have a mass of 4 kilograms.
Using a scale, the box of bricks, and the object, keep putting bricks or pieces of bricks until the scales balance. Find out how many bricks you put and multiply by the mass of one brick and you got the mass of the object.
They both have the same mass. A kilogram measure mass regardless of the material, volume etc.
Bricks have more density whereas feathers have less comparatively. Space occupied ie volume = mass/ density. So space occupied is inversely related to the density. Hence feathers occupy more space than the bricks.
Neither. They both have the same mass. "kg" is a measurement of mass. If you meant volume (the space taken up by the object), the feathers would have the greater volume.
Weight is measured in Newtons, whereas kilograms measure mass. So, if your question was about mass, two bricks would have a mass of 4 kilograms.
Using a scale, the box of bricks, and the object, keep putting bricks or pieces of bricks until the scales balance. Find out how many bricks you put and multiply by the mass of one brick and you got the mass of the object.
The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.The stone was wedged between two bricks in the wall.
A. A ton of bricks. B. A ton of feather. C. It depends on the type of bricks. D. None of above
if you mean cubic metres bricks have a density of about 2.4 kg/ litre and air is about 1.2 kg/ m3 so 2.4 x 2 = 4.8 metric tons for bricks 1.2 x 6000 = 7.2 metric tons for air therefore air has more mass
No, both bricks will fall at the same rate regardless of whether they are tied together or not. This is because the force of gravity acting on an object is only dependent on its mass, not how it is structured.
10000 grams of bricks have a greater mass than 10000 grams of feathers because bricks are denser and heavier than feathers. Weight depends on the mass and the force of gravity acting on an object, so in this case, both would weigh the same.
They both have the same mass. A kilogram measure mass regardless of the material, volume etc.
Air definitely has lower mass than bricks.
Get a dump truck, top off the fuel tank and weigh the truck at a truck stop. Then put the bricks in the truck, top the fuel tank off again, and reweigh the truck. Subtract the weight of the empty truck from the weight of the full truck, and you have the mass of the bricks. You COULD weigh every brick individually on a balance and add them all together, but that's really a pain. You could also weigh one brick, count the bricks in the pile and figure it mathematically...but really, a Bobcat and a trip to the local Petro will be much quicker.
A tun of bricks is heavier than a tun of feathers because bricks have a higher density compared to feathers. The weight of an object is determined by its mass and gravity acting upon it, so the denser object will have more mass and therefore be heavier.
To provide the same total heat capacity as 1500 kg of water, we need to find the specific heat capacity of water and bricks. Water has a specific heat capacity of 4186 J/kg°C, while bricks have a specific heat capacity of around 840 J/kg°C. By using the formula Q = mcΔT, where Q is the heat capacity, m is the mass, c is the specific heat capacity, and ΔT is the temperature change, we can determine the mass of bricks needed. 1500 kg of water is equal to 1500000 g. To find the mass of bricks needed, we set the heat capacities of water and bricks equal to each other and solve for the mass of bricks. This will give us the mass of bricks needed to have the same total heat capacity as 1500 kg of water.