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What is Integration of Exponential and Log Functions about?
Integrals of exponential and logarithmic functions can be evaluated using specific rules. Exponential functions like e^-x can be integrated by applying the rule that the integral of e^ax is (1/a)e^ax + C. Logarithmic functions are integrated by applying rules like the integral of (1/x)ln(x) dx = ln(x)^2/2 + C. This document provides examples of integrating exponential and logarithmic functions using the appropriate rules.
- Author
- yshian
- Language
- EN