A point A(-5, -3) is translated by the vector v = <2, 6> and then reflected across the y-axis. Find A' after the first transformation AND find A'' after the second transformation.

You must give the coordinates for A' and A''

Given the coordinate points A(-5, -3), if the coordinate is translated by the vector v = <2, 6>, then the resulting coordinate will be (-5+2, -2+6) = A'(-3, 4)

If the result is reflected over the y-axis, hence the resulting coordinate will be (3, 4)

Hence the coordinates of A and A' are (-3, 4) and (3, 4) respectively

Learn more on reflection here: reflection

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A point A(-5, -3) is translated by the vector v = <2, 6> and then reflected across the y-axis. Find A' after the first transformation AND find A'' after the second transformation. You must give the coordinates for A' and A''

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Reflection and transformation

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A point A(-5, -3) is translated by the vector v = <2, 6> and then reflected across the y-axis. Find A' after the first transformation AND find A'' after the second transformation.

You must give the coordinates for A' and A''