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在高中数学中,函数有关值域和最值问题是一个重点也是一个难点问题,题型和解法也较多。本文就形如y=(ax+b)~(1/2)±(cx+d)~(1/2)的有关函数求最值问题做一探讨。
In high school mathematics, functions related to the domain and the value problem are a key and a difficult problem, and there are also more questions and solutions. This paper discusses the problem of finding the maximal value of the related function in the form of y=(ax+b)~(1/2)±(cx+d)~(1/2).