A large block of ice `5 m` thick has a vertical hole drilled through it and is floating in the middle of a lake. What is the minimum length of a rope required to scoop up a bucket full of water through the hole? Relative density of ice `=0.9`.

A large block of ice 4 m thick has a vertical hole drilled through it and is floating in the middle of water in a lake. The minimum length of rope required to scoop up a bucket full of the through the hole is (density of ice =0.9CGS unit, density of water =1CGS unit)

A large block of ice 10 cm thick with a vertical hole drilled through it is floating in a lake. The minimum length of the rope required to scoop out a bucket full of water through the hole is (0.2 x)m . Find the value of x . Take density of ice =0.9" g/cm"^(3)

A large block of ice 10 cm thick with a vertical hole drilled through it is floating in a lake. The minimum of water through the hole is (density of ice =0.9 g cm^(-3))

In the middle of a pond, a large ice block of 10 m thickness of floating. Let a vertical hole is drilled in this block. The minimum length (in cm) of a rope required to lift a bucket full of water through the hole is x xx 10cm? (Specify gravity of ice =0.91).

The thickness of the ice layer on the surface of lake is 20 m. A hole is made in the ice layer. What is the minimum length of the rope required to take a bucket full of water out ? (Take density of ice = 0.9 xx 10^3 kg//m^3)

A large block of ice cuboid of edge length 'l' and density rho_(ice) -0.9 rho_(w) , has a larger vertical hole along its axis. This block is floating in a lake. Find out length of the rope required to raise a bucket of water through the hole.

A very large block of ice of the size of a volleyball court and of uniform thickness of 8m is floating on water. A person standing near its edge wishes to fetch a bucketful of water using a rope. The smallest length of rope required for this is about

A cubical block of ice floating in water has to suport metal piece weighing 0.5 kg. What can be the minimum edge of the block so that it does not sink in water/ specific gravity of ice=0.9.

A bucket full of water is tied at the end of rope of length 1.6 m. It is rotated in vertical circle with constant speed around the other end . What should be the minimum speed of bucket so that water does not spill out at the highest position of the water circle?