Question

Triangle KLM and K'L'M' are shown on the coordinate plane. Which algebraicrepresentation shows how to find the coordinates of triangle K'L'M'?

Answer 1

Answer::

`(x,y)\rightarrow((3)/(2)x,(3)/(2)y)`

Step-by-step explanation:

From the diagram, we use the point K to find the rule:

• The coordinate of point K is (2,2)

,

• The coordinate of its image K' is (3,3)

`\begin{gathered} (x,y)=(2,2) \\ \text{Therefore:} \\ 2* k=3 \\ k=(3)/(2) \end{gathered}`

Therefore, the algebraic expression that shows how to find the coordinate of K'L'M' is:

`(x,y)\rightarrow((3)/(2)x,(3)/(2)y)`