Respuesta :

The correct option is the last one: A(1, -2) A'(-2, 0) A''(-2, -4)

To translate a figure along a vector, we add coordinate to coordinate.

The figure is A(1, -2), the first vector is <-3, 2> then:

[tex]A^{\prime}(1-3,-2+2)=A^{\prime}(-2,0)[/tex]

From A'(-2, 0) we move along <0, -4>

[tex]A^{\prime}^{\prime}(-2+0,0-4)=A^{\prime}^{\prime}(-2,-4)[/tex]

Thus, the correct answer is the last option

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