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DCF = FB and AE = EBCB = 38 and AB = 22DE = [?]EBFLLEnter

DCF = FB and AE = EBCB = 38 and AB = 22DE = [?]EBFLLEnter-example-1
User YoBo
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1 Answer

6 votes

Given

Also, CF = FB and AE = EB, CB = 38 and AB = 22.

To find the length of DE.

Step-by-step explanation:

It is given that,

Also, CF = FB and AE = EB, CB = 38 and AB = 22.

That implies,

By using midpoint theorem of triangle, we have,


DE=(1)/(2)BC

Therefore,


\begin{gathered} DE=(1)/(2)*38 \\ =19 \end{gathered}

DCF = FB and AE = EBCB = 38 and AB = 22DE = [?]EBFLLEnter-example-1
User Nooshin
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