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以指数、对数为主要载体的运算问题,是研究指数、对数函数的基础,也是方程、函数、转化思想中必不可少的重要内容.熟练掌握指数、对数式常见的运算技巧,有助于我们很好地把握指数、对数函数的相关内容.但是,严重影响指数、对数运算效率的重要因素不是显性的法则公式,而是隐藏在式子与运算过程中的逻辑思维.
The computational problem with the index and logarithm as the main carrier is the basis for studying the exponential and logarithmic functions, and it is also an indispensable important content of equations, functions, and transformational ideas. Proficient in grasping exponentials and logarithmic common computational skills can help We have a good grasp of the relevant content of the exponential and logarithmic functions. However, the important factors that seriously affect the efficiency of the exponential and logarithmic operations are not the explicit formulas of laws, but the logical thinking hidden in the process of formulas and operations.