Question

I need help with this question, I think its the second option Im not sure tho.

Answer 1

Step-by-step explanation

Similar triangles are triangles that have the same shape, but their sizes may vary

So for the triangles ABC AND AKY

We can compare similar sides using the ratio:

`\begin{gathered} (AC)/(AY)=(7)/(2) \\ \\ where \\ AC=28 \\ \\ (28)/(AY)=(7)/(2) \\ \end{gathered}`

If we solve for AY

`\begin{gathered} AY=(28*2)/(7) \\ \\ AY=4*2 \\ \\ AY=8 \end{gathered}`

The answer is