AD is an altitude of an isosceles tringleABC in which AB=AC.show that AD bisects BC
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Answer:
lets draw the figure( see file attached below)
Here,In ΔABC,
AC=AB.......................Isosceles triangle-2 sides are equal
∠B=∠C......................... Isosceles triangle- angles opposite to the equal sides are equal.
AD=DA...........................Common.
∴ΔADC≅ΔADB.
CPCT, CD=DB.
If CD=DB , AD bisects BC.
HENCE PROVED>
HOPE ITT HELPS :D
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