the weight of the displaced water is equal to the weight of the object
Push it down, and measure the displaced liquid.
If you push it down, you can measure the volume of the displaced liquid.
If possible, fully immerse the object in water, and measure the volume of displaced water.
you use the water displacement test. the mass of the displaced water is equal to the mass of the object. because the density of water is one, this means that the volume of the water is equal to the mass of the object * * * * * That is only true if the body floats. Two blocks of different metals, but of the same size will displace the same volume of water. Their masses will not be the same.
yes
It's true that the volume of displaced water of a floating object equalst the portion of that object that is underwater.
Look at the LAST WORD of the question, they switch it sometimes if it is: Underwater than it is TRUE, If it's Surface of the water than it is FALSE ~
Look at the LAST WORD of the question, they switch it sometimes if it is: Underwater than it is TRUE, If it's Surface of the water than it is FALSE ~
Look at the LAST WORD of the question, they switch it sometimes if it is: Underwater than it is TRUE, If it's Surface of the water than it is FALSE ~
Yes.
False - Apex
Push it down, and measure the displaced liquid.
If you push it down, you can measure the volume of the displaced liquid.
This statement is not correct. The weight of the water displaced by a body in it, is equal to the buoyancy force that the body will experience. In the case the body floats on the surface of water, the weight of the water displaced by the body is equal to the weight of the body.
If possible, fully immerse the object in water, and measure the volume of displaced water.
Floats when it displaces its weight of water; sinks when it's displaced water weighs less than the object. Huh?
the water provides a bouyant force proportional to the volume of water displaced.