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By looking at the figure, we see 2 triangles with some lengths marked. The side that measures 10 cm corresponds to which side in the other triangle?
Great. The side of 14 cm corresponds to which side in the other triangle?
Yes. That's good. We have 10 cm corresponds to 22 cm and 14 cm corresponds to x The lengths of the sides of similar triangles are in proportion. That means we can write a proportion with these lengths: 10 is to 22 as 14 is to x \( \dfrac{10}{22} = \dfrac{14}{x} \) Now we can use cross multiplication to find x.
Use cross multiplication. |dw:1389039352792:dw|
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