What is the mass of water and the volume of water after all 1m3 ice is melted into water. (the density of ice is 0.9 × 103kg / m3)

What is the mass of water and the volume of water after all 1m3 ice is melted into water. (the density of ice is 0.9 × 103kg / m3)

Water mass is m water = m ice = ρ ice v = 0.9 × 103kg / m3 × 1m3 = 900kg water volume is v water = m water ρ water = 900kg1.0 × 103kg / m3 = 0.9m3 answer: water mass is 900kg; water volume is 0.9m3

The volume of a piece of ice is 50 cubic meters. What is the volume after melting into water

After the ice melts into water, the mass is constant, m water = m ice = ρ ice V ice = 900kg / m # - 179; x 50m # - 179; = 45000kg
The volume of water after melting: V water = m water / ρ water = 45000kg / 1000kg / m # 179; = 45m # 179;
A: the volume of water is 45 cubic meters

(1 / 2) take out a 500 cubic centimeter piece of ice from the refrigerator and put it in the outdoor sun to dissolve it. What's the mass of water after all the ice dissolves into water
(1 / 2) take out a 500 cubic centimeter piece of ice from the refrigerator and dissolve it in the outdoor sunlight. What's the mass of water after all the ice dissolves into water? What's the volume? The density of ice is the third power of 0.9x10

M water = m ice = 500cm3 * 0.9x10 cubic kg / m3
=500cm3 *0.9g/cm3
=450g
Vwater = 450g △ 1g / cm3 = 450cm3