In the figures if AF=CD and angle AFE =angle CDE. Prove that EF = ED
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Answered by
83
in the triangle CDE,
AF=CD(given)
angle AFE = angle CDE (given)
angle E=angle E ( common )
angle FAE =angle DCE ( third angle side of triangle )
triangle AFE congruent triangles CDE
EF=ED
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AF=CD(given)
angle AFE = angle CDE (given)
angle E=angle E ( common )
angle FAE =angle DCE ( third angle side of triangle )
triangle AFE congruent triangles CDE
EF=ED
this question is in my book
l think it's help you please mark me as brainiest
Answered by
34
Step-by-step explanation:
In the triangle AFE and CDE,
AF=CD(given)
angle AFE = angle CDE (given)
angle E=angle E ( common )
angle FAE =angle DCE ( third angle side of triangle )
triangle AFE congruent triangles CDE
EF=ED(by cpct)
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