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Comentar Botão para a página de cadastro. The integration of 1 by x is an antiderivative of 1/x function which is equal to ln|x|. It is also known as the reverse derivative of the function 1/x which is an algebraic function. It can be calculated by using the power rule of integral. This rule is written as; Integral of x^-1 by using definite integral. To find the integral, we use the fundamental theorem of calculus. This theorem states that if a function f is continuous on an interval [a, b], then, The formula of the integral of e^-x contains the integral sign, coefficient of integration, and the function as e^-x. It is denoted by ∫(e^-x)dx. In mathematical form, the integral of e^x is: Since we know that the function e^-x can be written as the product of two functions. Therefore, we can integrate it by using integration by parts. For this, suppose that: The integration of e^2x is equal to the fraction of e^2x and 2. Mathematically, it can be expressed as; Antônimos de Integridade. Contents.
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