Quadrilateral abcd is translated to get quadrilateral a'b'c'd'. vertex a is at (-5,2) , and vertex a' is ay (2,-2), quadrilateral abcd is translated if vertex b is at (-6,5), then vertex b is at

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Step-by-step explanation:

A(- 5, 2) translated to A'(2, - 2)

Isa shift of 7 units in the x direction and - 4 units in the y direction, thus

(x, y ) → (x + 7, y - 4 ) ← translation rule, hence

B(- 6, 5 ) → B'(- 6 + 7, 5 - 4 ) → B'(1, 1 )

(1,1)

Step-by-step explanation:

Translated just means moved.  So it gives us A to A', which was (-5,2) to (2,-2).  This tells us that all xs are moved 7 to the right and all ys are moved  down 4.  So if you have the original coordinates just use this formula.  (x+7, y-4).  So a point (2,3) would translate to (2+7, 3-4) = (9,-1)

Now we do it with point B, (-6,5).  B' = (-6+7, 5-4) = (1,1)

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step-by-step explanation: