Question

what is the image point of (3,7) after a translation right 5 units and up 1 unit? answer attempt 1 out of 2 (□,□) submit answer

Explanation:

Step1: Translate the x - coordinate

When translating a point right by \(n\) units, we add \(n\) to the \(x\) - coordinate of the point. The original \(x\) - coordinate is \(3\), and we are translating right by \(5\) units. So the new \(x\) - coordinate is \(3 + 5=8\).

Step2: Translate the y - coordinate

When translating a point up by \(m\) units, we add \(m\) to the \(y\) - coordinate of the point. The original \(y\) - coordinate is \(7\), and we are translating up by \(1\) unit. So the new \(y\) - coordinate is \(7+ 1 = 8\).

Answer:

\((8,8)\)