北京市高考数学二轮复习查缺补漏、专项应试复习篇4三角问题风险归零学案(PDF,无答案).pdf

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三角问题风险归零 第 1页 三角问题风险归零 重点 准确应用三角公式,综合数形结合思想解决三角问题。 22 22 1a s i n b c o s abs i n ( ) 1c o s 2 1c o s 2 2s i n , c o s 22 3 4 +=+ + = 、 、 、诱导公式 、正、余弦定理及平几知识解斜三角形以中、低档题为主,强化双基训练,通性通法的考查。 考点 1 三角 函数的求值与化简 例 1. 已知 0 , 14 13 ) cos( , 7 1 cos 且 = = 2 , ()求 2 tan 的值.()求 . 例 2.(1)已知 ), , 0 ( , 1 cos ) cos( ) 2 2 sin( sin 3 = + 求 的值. (2 )设 ABC 的内角A、B、C的对边长分别为a、b、c, 3 cos( ) cos 2 AC B += , 2 ba c = , 求B

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