Question

describe the translation.

Explanation:

Step1: Determine the horizontal translation

Count the units moved horizontally. The figure moves \(1\) unit to the right. In translation, moving \(a\) units to the right means adding \(a\) to the \(x\) - coordinate. So for the \(x\) - coordinate, the transformation is \(x+1\).

Step2: Determine the vertical translation

Count the units moved vertically. The figure moves \(4\) units down. Moving \(b\) units down means subtracting \(b\) from the \(y\) - coordinate. So for the \(y\) - coordinate, the transformation is \(y - 4\).

Answer:

\((x,y)\to(x + 1,y-4)\)