Answer :
The transformation of Q(-7, 2) under a translation by 8 units to the right and 2 units up gives; Q"(1, 4)
How to carry out Translation Transformation?
We are told that coordinate of Point Q is;
Q(-7, 2)
Now, it undergoes transformation under a translation by 8 units to the right and 2 units up.
Now, when we translate a coordinate to the right, we will simply add the number of units of translation to the x-coordinate.
Thus, translation of Q(-7, 2) by 8 units to the right gives;
Q'(-7 + 8, 2) = Q'(1, 2)
Now, translation further by 2 units upwards means we add the number of units of translation to the y-coordinate.
Thus, translation of Q'(1, 2) by 2 units upwards gives;
Q''(1, 2 + 2) = Q"(1, 4)
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