Find the number of squares in the given figure:
The figure is composed of 4 large identical blocks. Each block contains 4 small inner squares and 1 big square enclosing them. So in one block:
- Inner small squares = 4
- Outer square enclosing them = 1
Total in one block = 4 + 1 = 5 squares
Since there are 4 such blocks:
4 × 5 = 20 squares
Now observe the large square enclosing all 4 blocks — that's 1 more square:
20 + 1 = 21
Also, each pair of two adjacent blocks (horizontal and vertical) forms a larger square:
- Top two blocks form 1 square
- Bottom two blocks form 1 square
- Left two blocks form 1 square
- Right two blocks form 1 square
That’s 4 more squares:
21 + 4 = 25
Thus, the total number of squares is 25.
Answer: 25
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