prove that the opposite angles two equal sides of a triangle are equal
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Step-by-step explanation:
let us take triangle ABC where AB=AC
- To prove=∠b=∠c
- construction=draw AD perpendicular to BC,
If AD is perpendicular to BC
Then BD=CD
- Proof=In triangle ABD and triangle ACD
= AB=AC[Given]
= AD=AD[Common]
= BD=CD[from construction]
so,by sss rule
Triangle ABD≅triangle ACD
By CPCT, ∠B=∠C
Hence proved
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