Question

translate the point 5 unit left and 6 units down. drag these tiles and drop them in the correct blank above

Explanation:

Step1: Translate left on x - axis

When a point is translated \(a\) units left on the \(x -\)axis, the transformation for the \(x -\)coordinate is \(x\to x - a\). Here \(a = 5\), so the transformation for the \(x -\)coordinate is \(x\to x-5\).

Step2: Translate down on y - axis

When a point is translated \(b\) units down on the \(y -\)axis, the transformation for the \(y -\)coordinate is \(y\to y - b\). Here \(b = 6\), so the transformation for the \(y -\)coordinate is \(y\to y - 6\).

Answer:

\((x - 5)\) and \((y - 6)\)