First of all, we need to know the coordinate of ABCD and A'B'C'D', so the coordinate of ABCD will be: A(-3,5) B(-1,2) C(-2,-1) D(-5,-3) Then, coordinate of new figure will be: A'(-7,8) B'(-5,5) C'(-6,2) D'(-9,0) Next, Let's try all the translations: (x,y) to (x+4,y+3) A(-3,5) to A'(-3+4, 5+3) A(-3,5) to A'(1,8) Which is not right because A' need to be (-7,8) (x,y) to (x-4,y+3) A(-3,5) to A'(-3-4,5+3) A(-3,5) to A'(-7,8) B(-1,2) to B'(-1-4,2+3) B(-1,2) to B'(-5,5) C(-2,-1) to C'(-2-4,-1+3) C(-2,-1) to C'(-6,2) D(-5,-3) to D'(-5-4,-3+3) D(-5,-3) to D'(-9,0) Yay, we found the answer. As a result, (x,y) to (x-4,y+3) is your final answer. Hope it help!
You go to the sides first then up so if its on the right of the middle its positive and if its up of the middle its positive, the others ( down, and left) are negative.
B, The answer actually is 2,-7 but i guess they made it backwards But yes, it is B.
Step-by-step explanation:
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