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CT
Question Practice

If an m × n grid has an odd number of total squares, what can you conclude about its tileability using 2 × 1 tiles?

Attempt the question, check the explanation, and continue with similar questions to build confidence before exams.

MCQ_SA
CBSE
Class 7
Mathematics
Ganita Prakash II
Constructions and Tilings
Question Bank

If an m × n grid has an odd nu...

Single Answer MCQ
Q-00124875

If an m × n grid has an odd number of total squares, what can you conclude about its tileability using 2 × 1 tiles?

1

It is definitely tileable

2

It cannot be tileable

3

It might be tileable

4

It will only be tileable if n is odd

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Keep Practising

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Continue with nearby questions to strengthen the same chapter concept while you still have the context fresh in mind.

Q1.

What is the definition of tiling in mathematics?

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Q2.

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

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Q3.

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

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Q4.

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

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