An ice block at `0^(@)C` falls from rest at certain height. If 0.1% of ice mels on reching the ground, then the height from which it is realsed `(g=10m//s^(2),L=80cal//gm,J=4.2J//cal)`

Hailstones fall from a certain height. If only 1% of the hailstones melt on reaching the ground, find the height from which they fall. (g=10ms^(-2),L=80"calorie//g & J=4.2J/"calorie")

Hailstones fall from a certain height. If they melt completely on reaching the ground, find the height from which they fall. ( g=10ms^(-2),L=80 calorie/g and J=4.2 J/calorie.)

Hail stone fall from certain heigh. If only 2% of the mass of the hail stone melt on reaching the ground,, the height from which they fall is ( g=10ms^(-2), L=80 call//gm and J=4.2J//cal )

Hailstones fall from a certain height. If only 1% of the hailstones melt on reaching the ground, find the height from which they fall. (g=10 ms^(-2). L=80" calories/g "and J=4.2"J/calorie")

Hail stonces fall from certain height. If only 2% of the mass of the hail stone melt on reacting the ground,, the height from which they fall is ( g = 10 ms^(-2) , L = 80 cal/gm and J = 4.2J/cal)

A piece of ice at 0^(@)C falls from rest into a take of water which is also at 0^(@)C and 0.5% of ice melts. Find the minimum height from which the ice falls.

A piece of ice at 0^(@)C is dropped to the ground from some height. The piece of ice melts completely due to its impact with the ground. Find the height from which the piece was dropped considering that 60% of its energy is converted into heat. (J = 4.2 J cdot cal^(-1))