The translation of the polygon 3 units down and 4 units left is;
A''(-2, -4)
B"(-3, -7)
C"(-1, -8)
D"(1, -6)
What is the transformation of the object?
We are given the coordinates of the polygon as;
A(2, -1), B(1, -4), C(3, -5), D(5, -3)
Now, we are told that all points are translated 3 units down and 4 units left. Thus, the new coordinates are;
A'(2, -1 - 3) = A'(2, -4)
B(1, -4 - 3) = B'(1, -7)
C(3, -5 - 3) = C'(3, -8)
D(5 , -3 - 3) = D'(5, -6)
Translation of 4 units left is now;
A''(2 - 4, -4) = A''(-2, -4)
B"(1 - 4, -7) = B"(-3, -7)
C"(3 - 4, -8) = C"(-1, -8)
D"(5 - 4, -6) = D"(1, -6)
The translation of the polygon 3 units down and 4 units left is;
A''(-2, -4)
B"(-3, -7)
C"(-1, -8)
D"(1, -6)
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