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R is circumradii of DeltaABC, H is orthocentre, R_(1), R_(2), R_(3) are circumradii of Delta AHB, Delta BHC. If AH produced meet the circumradii of ABC at M and intersect BC at L, angle AHB =180^(@)-C (c )/(sin (180^(@)-C))=2R_(1) (c)/(sin C) =2R_(1) R_(1)=R Ratio of area of Delta AHB to Delta BML, is |
| Answer» Answer :C | |