Question

Given the points (-3,4), (-1,5), (5,10) and (7,11) of a parallelogram. What transformation would translate the parallelogram so the lower left vertex would be at the origin and all other points would fall in the first quadrant?
A)Translate the parallelogram right three and down four.
B)Translate the parallelogram right one and down five.
C)Translate the parallelogram left five and down ten.
D)Translate the parallelogram left seven and down eleven.

Answer 1

in the given parallelogram the lower left vertex is (-3,4)

to translate the parallelogram in such a way

that its lower left vertex lies at origin means

we have to translate (-3,4) to (0,0)

i.e. (-3,4)+(3,-4)=(0,0)

So (3,-4) is the answer which is represented by option A