Question

question
what is the image point of $(-8, 7)$ after a translation right 5 units and up 5 units?
answer attempt 1 out of 2
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Explanation:

Step1: Translate x - coordinate (right 5)

To translate a point \((x,y)\) right by \(a\) units, we add \(a\) to the \(x\)-coordinate. Here, \(x=-8\) and \(a = 5\), so the new \(x\)-coordinate is \(-8+5=-3\).

Step2: Translate y - coordinate (up 5)

To translate a point \((x,y)\) up by \(b\) units, we add \(b\) to the \(y\)-coordinate. Here, \(y = 7\) and \(b=5\), so the new \(y\)-coordinate is \(7 + 5=12\).

Answer:

\((-3,12)\)