Improper integral
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06-12-2014, 06:27 PM
Post: #26
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RE: Improper integral
After reading all of these posts and some of the weird answers to this simple
improper integral, I put down my Prime and solved the integral the old-fashioned way- with pencil and paper and had no problem getting the correct result of 18.75 or 75/4. Sometimes it's better to rely on one's understanding of calculus rather than the inconsistent results given by a calculator. I was able to get the correct result on the Prime in Home by using fractional power- 1/(x-1)^(1/5). |
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