In a <ABC, the sides AB and AC are produced to points D and E respectively. The bisectors of <DBC
and <ECB intersect at a point O. Prove that <BOC=(90 degree + <A/2)
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1. With centre A and rad. AB describe a circle. With
centre B and rad. BA describe another circle cutting the first
in C and D. AS ABC, ABD will both be equilateral AS on AB.
2. With centres A and B and rad. equal to 2AB describe
circles cutting at C and D. AS ACB, AEB both f1. With centre A and rad. AB describe a circle. With
centre B and rad. BA describe another circle cutting the first
in C and D. AS ABC, ABD will both be equilateral AS on AB.
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