To solve the problem of counting the number of squares in the given figure (assuming a common configuration where squares of different sizes are present), we follow these steps:
Step 1: Count squares of different sizes
- 1x1 squares: Let's say there are 9 small squares.
- 2x2 squares: These are formed by 4 adjacent 1x1 squares. There are 4 such squares.
- 3x3 squares: The largest square, formed by 9 adjacent 1x1 squares. There is 1 such square.
Step 2: Sum the counts
Total squares = 9 (1x1) + 4 (2x2) + 1 (3x3) = 14.
Answer: 14.
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