Triangles ABC and DEF are similar triangles. Solve. Round to the nearest tenth.
Find the height of triangle DEF.
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Best Answer

**Step 1**Here, triangu ABC and DEF are ~ilar triangles. Need to find the height of DEF. For the ~ilar triangles , theralios of the corresponding sidos are eguol and also the corresponding heights are egual to the corresponding sides.

**Therefere, we can lorite.**(AB)/(DE)=(AC)/(DF)=(BC)/(EF)=(height of ABC)/(Height of DEF) Substitute the values of known sides, we get |(AB)/(DE)=(3)/(5)=(BC)/(EF)=(2)/(Height of DEF) therefore (3)/(5)=(alpha)/(Height of DEF) arrow Heihgt of DEF=(5* 2)/(3) =(10)/(3) =3* 3 m