ABCD is a rectangle. Quadrilateral AEFB is congruent to quadrilateral CFED. G is the midpoint of segment EF. Select all the ways that could be described the rigid transformation that takes AEFB to CFED.

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29-10-2022
Mathematics

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ABCD is a rectangle. Quadrilateral AEFB is congruent to quadrilateral CFED. G is the midpoint of segment EF. Select all the ways that could be described the rigid transformation that takes AEFB to CFED.

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ElleannaL181295 ElleannaL181295 · Answer 1 · 2022-10-29T12:07:03+02:00

The two qaudrilaterals AEFB and CFED can undergo a rigid transformation such that AEFB would now become CFED, if we use options 2 and 3.

This is because, rotating the quadrilateral AEFB 180 degrees clockwise around the point G as its origin would ensure that the figure turns and assumes the position of CFED. The same result would be achieved if we rotated anti-clockwise 180 degrees with G as its origin.