The problem describes a translation of triangle $PQR$ to triangle $P'Q'R'$. We need to describe this translation by specifying how many squares to the left/right and up/down the triangle is translated.

1. Problem Description

The problem describes a translation of triangle $PQR$ to triangle $P'Q'R'$. We need to describe this translation by specifying how many squares to the left/right and up/down the triangle is translated.

2. Solution Steps

To describe the translation, we can choose a corresponding point in the two triangles, say $P$ and $P'$.

From $P$ to $P'$, we move 4 squares to the right and 2 squares down.

Alternatively, we can choose to analyze the horizontal and vertical shifts separately. To go from triangle $PQR$ to $P'Q'R'$, we can observe the movement of one vertex. Let's consider point P to P'. The horizontal displacement is to the right by 4 squares. The vertical displacement is down by 2 squares.

Since the problem specifies left/right and up/down, the translation is 4 squares to the right and 2 squares down.

3. Final Answer

4 square(s) to the right and 2 square(s) down.