Improper integral
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06-12-2014, 07:25 PM
Post: #28
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RE: Improper integral
(06-12-2014 07:01 PM)alexzkter Wrote:(06-12-2014 06:27 PM)John Colvin Wrote: I was able to get the correct result on the Prime in Home by using fractional power- This is what I don't like about the Prime. Inconsistencies even between calculators. If I express the integrand using the radical sign instead of the fractional power, I get the approximate answer 18.74795... instead of the correct answer of 18.75. Could be a settings issue-I used textbook mode in Home which I think is what you used. |
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