The chapter also discusses logarithms and logarithmic functions. It lists several properties of the logarithmic function. These properties follow from the properties of the exponential function and are used in the calculation of the derivative of the logarithmic function....
L:Logarithmic functions A:Algebraic functions T:Trigonometric functions E:Exponential functions The first function "u" should be chosen with respect to the above order of functions given the first priority to the function that appears first in the above list. This rule can be sometimes referred to...
\(I-\) Inverse trigonometric function\(L-\) Logarithmic function\(A-\) Algebraic function\(T-\) Trigonometric function\(E-\) Exponential functionIntegrals of the form, \(\int e^{x}\left[f(x)+f^{\prime}(x)\right] d x\)Formula: \(\int e^{x}\left\{f(x)+f^{\prime}(x)\...
复合函数的导数链式法则 105-Derivatives of Composite Functions The Chain Rule 12:29 对数和指数函数的导数 106-Derivatives of Logarithmic and Exponential Functions 08:41 隐微分 107-Implicit Differentiation 11:46 高阶导数及其应用 108-Higher Derivatives and Their Applications 07:29 微积分相关比率 10...
We also learned the five different properties associated with definite integrals. Keep improving! Keep learning! Continue Learning Introduction To Differentiation Applications Of Differentiation Differentiation Of Exponential And Logarithmic Functions Integration Techniques Applications Of Integration ...
Integration by parts is the technique used to find the integral of the product of two types of functions. The popular integration by parts formula is, ∫ u dv = uv - ∫ v du. Learn more about the derivation, applications, and examples of integration by p
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(1977), A New Algorithm for the Integration of Exponential and Logarithmic Functions, in “Proceedings 1977 MACSYMA Users Conference,” NASA Pub. CP-2012, pp. 263–274. Google Scholar Trager, B. (1984), “Integration of Algebraic Functions,” Ph.D. thesis, Dpt. of EECS, Massachusetts ...
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A helpful rule of thumb is I LATE. Choose u based on which of these comes first:I: Inverse trigonometric functions such as sin-1(x), cos-1(x), tan-1(x) L: Logarithmic functions such as ln(x), log(x) A: Algebraic functions such as x2, x3 T: Trigonometric functions such as ...