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Congruency of Triangles

in a triangle...

Question

in a triangle abc d e f are midpoints of the sides bc,ca,ab and p is a point on bc such that ap is perpendicular to bc if angle def = 50 then angle fpd=

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∠ A D C = ∠ B A C

C A^{2}

D, E, F are the midpoints of the sides BC, CA and AB respectively of $△$ ABC. Then $△$ DEF is congruent to triangle –

B C = 5, C A = 4, A B = 3

B D = D E = E C, ∠ C A E = θ

D

B C

△ A B C

P

Q

A B

A C

D P

∠ B D A

D Q

∠ A D C

Q P ∥ B C

△ A B C

∠ A = 50^{o}, B = 60^{o},

C = 70^{o}

A B, B C

C A

D, E

F

∠ D E F

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