Answered

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After a rotation, [tex][tex]\( A(-3,4) \)[/tex][/tex] maps to [tex][tex]\( A^{\prime}(4,3) \)[/tex][/tex], [tex][tex]\( B(4,-5) \)[/tex][/tex] maps to [tex][tex]\( B^{\prime}(-5,-4) \)[/tex][/tex], and [tex][tex]\( C(1,6) \)[/tex][/tex] maps to [tex][tex]\( C^{\prime}(6,-1) \)[/tex][/tex].

Which rule describes the rotation?

A. [tex][tex]\( R_{0,90^{\circ}} \)[/tex][/tex]
B. [tex][tex]\( R_{0,180^{\circ}} \)[/tex][/tex]
C. [tex][tex]\( R_{0,270^{\circ}} \)[/tex][/tex]
D. [tex][tex]\( R_{0,360^{\circ}} \)[/tex][/tex]

Sagot :

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