Integral NA in home, CAS
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02-29-2016, 05:56 PM
(This post was last modified: 02-29-2016 06:02 PM by parisse.)
Post: #12
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RE: Integral NA in home, CAS
Indeed, I see your point. Then as you said, it's fairly easy to use the fact that the function is even and get the real value.
For a more general function, it is a good idea to split the interval at the point where the fractional power is singular. int(sqrt (1+(x^2)^(-1/3)),x,-1,0)+int(sqrt (1+(x^2)^(-1/3)),x,0,1) |
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Messages In This Thread |
Integral NA in home, CAS - lrdheat - 02-28-2016, 10:06 PM
RE: Integral NA in home, CAS - cyrille de brébisson - 02-29-2016, 06:07 AM
RE: Integral NA in home, CAS - lrdheat - 02-29-2016, 06:37 AM
RE: Integral NA in home, CAS - parisse - 02-29-2016, 06:39 AM
RE: Integral NA in home, CAS - compsystems - 02-29-2016, 12:46 PM
RE: Integral NA in home, CAS - parisse - 02-29-2016, 01:23 PM
RE: Integral NA in home, CAS - Tim Wessman - 02-29-2016, 03:38 PM
RE: Integral NA in home, CAS - Han - 02-29-2016, 04:30 PM
RE: Integral NA in home, CAS - akmon - 02-29-2016, 02:09 PM
RE: Integral NA in home, CAS - parisse - 02-29-2016, 02:16 PM
RE: Integral NA in home, CAS - parisse - 02-29-2016, 04:25 PM
RE: Integral NA in home, CAS - parisse - 02-29-2016 05:56 PM
RE: Integral NA in home, CAS - lrdheat - 02-29-2016, 06:41 PM
RE: Integral NA in home, CAS - parisse - 02-29-2016, 07:00 PM
RE: Integral NA in home, CAS - lrdheat - 03-01-2016, 12:00 AM
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