A rectangular glass container is one meter long, 0.5 meters wide and 2 meters deep. Now the water depth is 0.6 meters. When a square iron block with an edge length of 2 decimeters is placed in the water What's the depth of water in the middle and back?

A rectangular glass container is one meter long, 0.5 meters wide and 2 meters deep. Now the water depth is 0.6 meters. When a square iron block with an edge length of 2 decimeters is placed in the water What's the depth of water in the middle and back?

Water depth = 2 × 2 × 2 ／ 1000 ／ (0.5 × 1) + 0.6
=0.016+0.6
=616m
=16 decimeters
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A cuboid glass container is 8 decimeters long, 6 decimeters high, and the inner water depth is 0.4 meters. If a small square iron block with a length of 4 decimeters is put in, the water depth will be lower now

Volume of cube: 4 × 4 × 4 = 64 (cubic decimeter)
0.4 m = 4 decimeters
Bottom area of glass container: 8 × 5 = 40 (square decimeter)
Put in small cube, water surface rise: 64 △ 40 = 1.6 (decimeter)
Current water depth: 0.4 + 1.6 = 2 (decimeter)

A cuboid glass jar is 8 decimeters long, 6 decimeters wide, 4 decimeters high, and 2.8 meters deep. If a cube iron block with 5 decimeters long edge is put into the jar, the water in the jar will be
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How many liters of water will overflow

First of all, the water depth is 2.8 meters, and the unit should be decimeter. If so, the iron block will not be submerged, and the water depth will not be 2.8 decimeters after the iron block is put in. The volume of the water discharged by the iron block should be equal to the volume of the rising part of the water surface