Answered

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A(-3, 4)Translate the triangle.Then enter the new coordinates.A' ([?], [?])B'([],[])C'([ ]:[]).B(0, 1)C(-4,1)<6. - 4 >Enter

A3 4Translate The TriangleThen Enter The New CoordinatesA BC B0 1C41lt6 4 GtEnter class=

Sagot :

Given: A triangle ABC, with A(-3,4), B(0,1), and C(-4,1).

To find the new coordinates, add coordiante (6,-4) to the original coordinates A, B, and C.

[tex]\begin{gathered} A^{\prime}=A+(6,-4) \\ A^{\prime}=(-3,4)+(6,-4) \\ A^{\prime}=(3,0) \\ B^{\prime}=B+(6,-4) \\ B^{\prime}=(0,1)+(6,-4) \\ B^{\prime}=(6,-3) \\ C^{\prime}=C+(6,-4) \\ C^{\prime}=(-4,1)+(6,-4) \\ C^{\prime}=(2,-3) \end{gathered}[/tex]

Thus, the new coordinates are A'(

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