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Answer: ["A","C"]

Key insight
When the container is tilted, the water surface always remains horizontal (level). The wooden block sinks to the bottom and stays there. The side view must show: the block at the bottom corner, the water surface as a horizontal line, and the container outline — the water surface cuts diagonally across the container's rectangular side view.

Step by step
Step 1: The container is 2×2×3 and rectangular. When tilted, the container outline in side view becomes a tilted rectangle.
Step 2: The wooden block (brown) sits at the lowest point of the tilted container.
Step 3: Water fills above the block to a level such that water volume is conserved — the water surface is horizontal regardless of tilt direction.
Step 4: Option A — shows the block at the bottom, water surface horizontal, correct proportions. ✓
Step 5: Option B — water surface is not horizontal or block position is wrong. ✗
Step 6: Option C — shows the container tilted the other way with correct water and block positions. ✓
Step 7: Option D — inconsistent configuration. ✗
Therefore

Shown below is an isometric view of a cuboidal glass container of size 2 X 2 X 3 units. It contains a solid wooden block and some water. When tilted, which of the options will be the side view(s) of the glass container?