步骤:作辅助线BD等分角ABC,与AC交于D点。则三角形ADB与ABC相似。从AD/AB=AB/AC得出AD=27/5,于是DC=15-27/5=48/5=BD(CDB是等腰三角形)最后从BD/BC=AB/AC得出BC=16.
步骤:作辅助线BD等分角ABC,与AC交于D点。则三角形ADB与ABC相似。从AD/AB=AB/AC得出AD=27/5,于是DC=15-27/5=48/5=BD(CDB是等腰三角形)最后从BD/BC=AB/AC得出BC=16.
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