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Find the value of y in the similar figures (round to the nearest tenth)
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12 6 13.3 7.3
Can you see a side in the small triangle that has a length written whose corresponding side in the large triangle also has the length written?
yes
Great. For those two corresponding sides, what are the lengths?
4 and 6
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Great. That allows us to write a ratio between the lengths of the sides of the small polygon and the large polygon. The ratio is: \( \dfrac{4}{6} \)
Now we need to find the length of y. y is in the small polygon. Which side in the large polygon corresponds to y?
i justr fingured it out thank-you
wlcm
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