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The mass of an object is equal to the object's density multiplied by the volume (size) mass (kg) = density (kg/m3) x volume (m3)
More mass makes an object more dense only if the size does not change. Then since density is mass per unit volume, if you stuff more mass into the same volume, the density will increase.
Yes, the size (volume and mass) and the type of the cup will affect its temperature
No. It will affect the distance the water rises, but not the volume of displacement.
Yes. The mass per unit volume defines the (mass) density. Size doesn't change the calculated density.
The mass of an object is equal to the object's density multiplied by the volume (size) mass (kg) = density (kg/m3) x volume (m3)
The mass of an object is equal to the object's density multiplied by the volume (size) mass (kg) = density (kg/m3) x volume (m3)
Mass has no direct effect on the surface area of an object. You can increase mass without changing anything other property of an object. Volume, Size, and Shape effect surface area.
by size,volume and gravity
No. Mass is the amount of matter in an object, essentially how much "stuff" is in it. In 3-dimentional terms, volume is usually the best term for size.
The terminal velocity of a falling object depends upon its aerodynamics (which is to say, its shape) rather than its size and mass.
This is a poorly stated question. What do you mean by size? Volume or mass? By your question, if all other factors are constant, increasing the size, (whatever you mean by that) will have no effect. If you mean that you have a mass at a certain temperature and you double the mass at that temperature, then the total energy doubles.
More mass makes an object more dense only if the size does not change. Then since density is mass per unit volume, if you stuff more mass into the same volume, the density will increase.
Yes, the size (volume and mass) and the type of the cup will affect its temperature
the quantity of matter the object contains
No. It will affect the distance the water rises, but not the volume of displacement.
Size is the defining factor of volume, and the greater the volume for a given density, the greater the mass. Density can be changed by changing the volume but will always depend on the chemical makeup of the substance.