Error computing limits as x -> inf
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10-09-2014, 05:59 AM
Post: #2
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RE: Error computing limits as x -> inf
(10-09-2014 04:47 AM)Chris Pem10 Wrote: Finding the limit of (2*x)/(x+1) as x -> infinity gives different results when computed in the CAS vs the HOME environments. Following the design philosophy that CAS is for exact symbolic math and Home is for floating-point approximations, it's more appropriate to use something like limit(2*X/(X+1),X,1ᴇ50) in Home to get the desired answer, using 1e50 as an "approximation for infinity". <0|ɸ|0> -Joe- |
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Messages In This Thread |
Error computing limits as x -> inf - Chris Pem10 - 10-09-2014, 04:47 AM
RE: Error computing limits as x -> inf - Joe Horn - 10-09-2014 05:59 AM
RE: Error computing limits as x -> inf - Chris Pem10 - 10-09-2014, 01:28 PM
RE: Error computing limits as x -> inf - Joe Horn - 10-09-2014, 03:52 PM
RE: Error computing limits as x -> inf - Chris Pem10 - 10-09-2014, 06:45 PM
RE: Error computing limits as x -> inf - Chris Pem10 - 10-10-2014, 05:51 PM
RE: Error computing limits as x -> inf - dbbotkin - 10-11-2014, 02:35 AM
RE: Error computing limits as x -> inf - Chris Pem10 - 10-11-2014, 01:37 PM
RE: Error computing limits as x -> inf - parisse - 10-11-2014, 07:37 AM
RE: Error computing limits as x -> inf - dbbotkin - 10-11-2014, 03:02 PM
RE: Error computing limits as x -> inf - Chris Pem10 - 10-11-2014, 09:11 PM
RE: Error computing limits as x -> inf - parisse - 10-12-2014, 06:26 AM
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