C-14-Q045mediumsingle_mcqIn △ABC\triangle ABC△ABC, AB=5AB = 5AB=5, AC=10AC = 10AC=10, BC=12BC = 12BC=12. If ADADAD bisects ∠A\angle A∠A, BD=?BD = ?BD=?a444b555c666d88ব্যাখ্যাBy the Internal Bisector Theorem, BD:DC=AB:AC=5:10=1:2BD:DC = AB:AC = 5:10 = 1:2BD:DC=AB:AC=5:10=1:. Therefore .