If D, E, F are midpoints of the side BC, CA, AB of a triangle ABC then AD, BE, CF are called _______ of triangle ABC
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If D, E, F are midpoints of the side BC, CA, AB of a triangle ABC then AD, BE, CF are called _______ of triangle ABC
Triangle ABC is an equilateral triangle.
⇒ AB = BC = AC
DE = 1/2 AB
EF = 1/2 BC
⇒ EF = 1/2 AB [Since AB = BC = AC]
DF = 1/2 AC
⇒ DF = 1/2 AB [Since AB = BC = AC]
DE = EF = DF
∴ ΔDEF is an equilateral triangle.
so Answer is Equilateral triangle ✔️✔️✔️
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median. ( a line from a vertex to the midpoint of opposite side)
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