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一、考点解读在考试大纲中明确要求掌握简单不等式的解法.简单不等式包括一元一次不等式、一元二次不等式、分式不等式、绝对值不等式等.但在近年来的高考试题中还涉及了对高次不等式、无理不等式、指数不等式、对数不等式、三角不等式解法的考查,突出了对函数的性质和等价转化等数学思想的考查.不等式的解法除单独命题考查外,往往与三角、向量、
First, the interpretation of test centers in the exam outline explicitly required to master simple inequalities simple inequalities include a one-time inequality, a quadratic inequality, fractional inequalities, absolute inequalities, etc. However, in recent years, the entrance examination questions also involve the high Inequality, irrational inequality, exponential inequality, logarithmic inequality and trigonometric inequality, highlighting the study of the nature of the function and the equivalence transformation etc. The solution of inequality is not the same as that of triangulation, vector,