Question Practice

Which statement is true for an m × n grid where both m and n are even?

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MCQ_SA

Single Answer MCQ

Q-00124873

It's never tileable

It's deterministically tileable with a specific pattern

It's sometimes tileable

It's tileable with irregular shapes

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Q1.

What is the definition of tiling in mathematics?

Q2.

Which of the following grids can be completely tiled with 2 × 1 tiles?

Q3.

Is a 5 × 7 grid tileable with 2 × 1 tiles?

Q4.

How does removing a single square from a 5 × 3 grid affect its tileability?