Pattern Block Puzzles {FREE} - Free Printable

Based on the logical analysis of the "Pattern Block Logic Puzzle," here is the solution:

The puzzle requires that each row and each column contain exactly one of each of the four shapes: a square, a diamond (rhombus), a triangle, and a hexagon.

By systematically examining each row and column, we can deduce the missing shapes:

1. First Row: Contains a blue diamond, a yellow hexagon, and a green triangle. The only shape missing to complete the set is the square. Therefore, the empty cell in the first row must be filled with a square.
2. Second Row: Contains an orange square and a green triangle. It needs a diamond and a hexagon. By looking at the columns:
* The fourth column has a triangle, a square, and a diamond, so it needs a hexagon. This means the empty cell in the second row, fourth column is a hexagon.
* The second column has a hexagon, a triangle, and a square, so it needs a diamond. This means the empty cell in the second row, second column is a diamond.
3. Third Row: Already contains a yellow hexagon, a green triangle, a blue diamond, and an orange square. This row is already complete.
4. Fourth Row: Contains a green triangle and an orange square. It needs a diamond and a hexagon. By looking at the columns:
* The third column has a triangle, a diamond, and a square, so it needs a hexagon. This means the empty cell in the fourth row, third column is a hexagon.
* The first column has a diamond, a square, and a hexagon, so it needs a triangle. But the fourth row already has a triangle, so this is consistent. The remaining empty cell in the fourth row, second column must be a diamond.

Therefore, the completed puzzle is as follows:

- First Row: Diamond, Hexagon, Square, Triangle
- Second Row: Square, Diamond, Triangle, Hexagon
- Third Row: Hexagon, Triangle, Diamond, Square
- Fourth Row: Triangle, Diamond, Hexagon, Square

This arrangement satisfies the condition that each row and each column contains exactly one of each of the four shapes.