Evaluate the integral as a power series. What is the radius of convergence? 1) integral of [ ln(1-t) / t ] dt Evaluate the indefinite integral as an infinite series 2) integral of [(e^x-1)/x ]dx Can someone show me how these are done? thank you
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Originally Posted by xfyz 2) integral of [(e^x-1)/x ]dx Can someone show me how these are done? thank you So, Thus, Now integrate term-by-term and what do you get?
Originally Posted by ThePerfectHacker So, Thus, Now integrate term-by-term and what do you get? After I integrate each term, am i done? This is where i get confused in this whole series topic. After i am finished integrating that x + x^2 / 2*2! + x^4 / 4*3! + ... am i done?
Originally Posted by xfyz After I integrate each term, am i done? Yes there is no other way to integrate this function. The answer that you got is the anti-derivative just in infinite series form.
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