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fIntegration of Exponential Functions The following formulas for evaluating the integral of exponential function can be proved by differentiation. 1. Sedu = e + C
\fIntegration of Exponential Functions The following formulas for evaluating the integral of exponential function can be proved by differentiation. 1. Se"du = e" + C 2. fa"du = au + C In a Example 1. Evaluate Sexdx u = 4x du = 4dx of= Set*dx = =ex + C
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