Question

Given the above figure, identify the translation

Answer 1

If the coordinates of A be (2,3) coordinates of B be (2,-2) , coordinates of C be (-1,-4) coordinates of $A^{I}$ be (-3,6) coordinates of $B^{I}$ be (-3,1) and coordinates of $C^{I}$ be (-6,-1) then the correct translation be

(x-5,y+3).

Given a figure in which the coordinates of A be (2,3) coordinates of B be (2,-2) , coordinates of C be (-1,-4) coordinates of $A^{I}$ be (-3,6) coordinates of $B^{I}$ be (-3,1) and coordinates of $C^{I}$ be (-6,-1).

We are required to find the correct translation of figure from ABC to $A^{I} B^{I} C^{I}$.

Translation is basically the displacement of a figure or a shape from one place to another.

To reach the coordinates of A to $A^{I}$, we need to subtract 5 from 2  and add 3 to 3.

To reach the coordinates of B to $B^{I}$, we need to subtract 5 from 2  and add 3 to -2.

To reach the coordinates of C to $C^{I}$, we need to subtract 5 from -1  and add 3 to -4.

Hence if the coordinates of A be (2,3) coordinates of B be (2,-2) , coordinates of C be (-1,-4) coordinates of $A^{I}$ be (-3,6) coordinates of $B^{I}$ be (-3,1) and coordinates of $C^{I}$ be (-6,-1) then the correct translation be

(x-5,y+3).

Learn more about translation at brainly.com/question/12861087

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