Answer:
No change is witnessed as the weight of the ice and water is equal.
Step-by-step explanation:
At the point when an ice cube is set in a glass of water, it uproots enough water to help its weight and leads to the condition:
Weight of an ice cube = mass of water/thickness of water.
After the ice cube melts totally the water level continues as before as the water uprooted is currently satisfied by the measure of water present in the ice (3D shape). Indeed, even in the wake of liquefying, the measure of water in the ice cube will gauge is equal mass of ice block/thickness of water.
As the weight stays same, the measure of water dislodged doesn't change and the water level continues as before. But, there are some water droplets around the glass.