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Question

Difficulty Level:

Medium

MCQ

The vertices of $\triangle {EF} G$ are at ${E}(-3,4), {F}(5,2)$ , and ${G}(-6,1)$ . The vertices of $\Delta E^{\prime} F^{\prime} G^{\prime}$ are at $E^{\prime}(4,3)$ , $F^{\prime}(2,-5)$ , and $G^{\prime}(1,6)$ .

Which transformation can map $\Delta {E} {F}{G}$ G to $\Delta E^{\prime} F^{\prime} G^{\prime}$ ?

Select all that apply :

a $90^{\circ}$ clockwise rotation about the origin

a reflection across the $x$ -axis

a reflection across the $y$ -axis

a $180^{\circ}$ rotation about the origin

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