Count 'em All 3!

Count the number of unit squares in the irregular grid above.

Clarifications:

  • Unit square is a square with side 1.

This is one part of Quadrilatorics .


The answer is 393.

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1 solution

Kenneth Tan
Mar 13, 2016

We'll divide the grid into 2 parts: Hence, the number of unit squares in the original grid is equal to the sum of the number of unit squares in A and B, which is 13 × 21 + 12 × 10 = 393 13\times21+12\times10=393 .

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