A block flats in water at `4^(0)C` so that `0.984` of its height is under water. At what temperature of water will the block just sink in water? Negleact expansion of block.
`(gamma_(R ) "for water"=2.1xx10^(-4)//^(0)C)`

A boat is floating in water at 0^(0)C such that 97% of the volume of the boat is submerged in water. The temperature at which the boat will just completely sink in water is (gamma_(R) = 3 xx 10^(4) // ^(0)C) (nearly)

At 4^(@)C, 0.98 of the volume of a body is immersed in water. The temperature at which the entire body gets immersed in water is (neglect the expansion of the body ) ( gamma_(w) = 3.3 xx10 ^(-4)K^(-1) ):-

At 4^(@)C, 0.98 of the volume of a body is immersed in water. The temperature at which the entire body gets immersed in water is (neglect the expansion of the body ) ( gamma_(w) = 3.3 xx10 ^(-4)K^(-1) ):-

At 4^(@)C, 0.98 of the volume of a body is immersed in water. The temperature at which the entire body gets immersed in water is (neglect the expansion of the body ) ( gamma_(w) = 3.3 xx10 ^(-4)K^(-1) ):-

Why does a block of plastic immersed under water come to the surface of water ?

A body, at 4^(@)C, floats with 0.98 part of its volume immersed in water. At what temperature the body will just immerse in water? Coefficient of real expansion of water =3.3 times 10^(-4@)C^(-1). Neglect expansion of the solid body.

A block of wood is floating on water at 0^(@)C with certain volume 'p' below the water, when the temperature of water is slowly raised to 10^(@)C , the value of 'p'

A block of wood is floating on water at 0^(@) C with certain volume 'rho' below the water, when the temperature of water is slowly raised to 10^(@) C , the value of 'p' .