Two similar triangles, $$\triangle {ABC}$$ and $$\triangle {JKL}$$ are shown. ![](http://admin.getprephub.com/media/editor/Screenshot%202023-08-08%20at%203.56.25%20PM_20230808135642062941.png) What is the length of side $$JL$$?

Given that, $$\triangle {ABC} \approx \triangle J K L$$ Therefore, $$\frac{A B}{J K}=\frac{B C}{K L}=\frac{A C}{J L}$$ Putting the values, $$\frac{3.5}{10.5}=\frac{5}{15}=\frac{2.5}{J L}$$ Or, $${JL}=\frac{2.5 \times 10.5}{3.5}=7.5$$

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Two similar triangles, $\triangle {ABC}$ and $\triangle {JKL}$ are shown.

What is the length of side $JL$ ?

Select all that apply :

$7.5$

$6.5$

$5.5$

$10.5$

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