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在等腰三角形中AB=AC C,D为BC三等分点求∠BAD=∠DAE=∠EAC
人气:286 ℃ 时间:2019-12-09 05:58:54
解答
BD = (1/2)AB ;已知,2CD = 3AB ,可得:CD = (3/2)AB ;已知,E,F为CD的三等分点,可得:DF = (1/3)CD = (1/2)AB = AD = BD ;则有:△ADF和△BDF都是等腰直角三角形,可得:∠AFD = ∠BFD = 45° ;所以,∠AFB = ∠AFD...
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