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Mathematics

Grade-8

Easy

Question

Describe a series of transformations that will map Parallelogram ABCD onto Parallelogram GHEF.

A translation $(x, y) - - > (x - 6, y - 2)$ followed by a dilation of $\frac{3}{2}$
A translation $(x, y) - - > (x - 6, y - 2)$ followed by a dilation of $\frac{2}{3}$
A translation $(x, y) - >> (x - 4, y - 4)$ followed by a dilation of $\frac{3}{2}$
A translation $(x, y) - > (x - 4, y - 4)$ followed by a dilation of $\frac{2}{3}$

hint Hint:

Observe; a series of transformations that will map parallelogram ABCD onto parallelogram GHEF

The correct answer is: A translation $left parenthesis straight x comma space straight y right parenthesis space minus negative space greater than left parenthesis straight x space minus space 6 comma space straight y space minus space 2 right parenthesis$ followed by a dilation of $3 over 2$

A series of transformations that will map Parallelogram ABCD onto Parallelogram
GHEF is a translation $left parenthesis straight x comma space straight y right parenthesis space not stretchy rightwards arrow space left parenthesis straight x space minus space 6 comma space straight y space minus space 2 right parenthesis$ followed by a dilation of $3 over 2$ .

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