Identify the translation rule on a coordinate plane that verifies that square a(-4,3), b(-4,8), c(-9,3), d(-9,8) and square a'(-3,4), b'(-3,9), c'(-8,4), d'(-8,9) are congruent. q

(x,y) > (x+1,y+1)

Step-by-step explanation:

we have

A(-4,3) > A'(-3,4)

so

The translation is 1 unit at right and 1 unit up

The rule of the translations is

(x,y) > (x+1,y+1)

Verify the other vertices of the square

Applying the  rule of the translation

B(-4,8) > B'(-4+1,8+1)

B'(-3,9) > is ok

C(-9,3) > C'(-9+1,3+1)

C'(-8,4) > is ok

D(-9,8) > D'(-9+1,8+1)

D'(-8,9) ---> is ok

Remember that

The shape and the size of the object does not change after it is translated

therefore

square ABCD and square A'B'C'D' are congruent