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Integration - Helge Gabert - 04-03-2014 01:50 PM I ran across this simple definite integral recently int(x,x,0,3) and the Prime hangs. I tried other limits and no problems. RE: Integration - DrD - 04-03-2014 02:17 PM I just tried your simple, definite integral int(x,x,0,3), with emulator in cas view; in this case, the only thing hung was a nine over a two. RE: Integration - Helge Gabert - 04-03-2014 05:01 PM I'm using the physical Prime. I tried the emulator as well, and if you pay close attention, you will notice a certain lag with this problem. Subsitute other limits, and the response is instantaneous. Go figure. RE: Integration - Terje Vallestad - 04-03-2014 05:41 PM (04-03-2014 05:01 PM)Helge Gabert Wrote: I'm using the physical Prime. Using the physical Prime. If you uncheck the Exact flag in CAS, you get the message: Adaptive method failure, will try with Romberg, last approximation was 4.5 If you leave the flag set and hit "On" after starting the calculation you get 9/2 instantly. In Home if you use the Template and input the integral, the calc hangs and pressing On results in Error: Invalid input, but only if the CAS a Exact flag is set. With the flag clear you get 4.5. Very strange Cheers, Terje RE: Integration - orcinus - 04-04-2014 01:31 AM It doesn't really "hang". It takes its sweet time, during which there's an animated hourglass in the top right corner of the screen, indicating activity. After a while, it spits out 9/2. While on the subject, is there a way to interrupt/cancel a calculation? RE: Integration - Helge Gabert - 04-04-2014 01:38 AM Yes, cancel with Esc or ON. Or ON-Symb if ESC or ON don't work. By the way, the above integral can be computed immediately by hitting the ON key, after pressing ENTER. RE: Integration - orcinus - 04-05-2014 04:11 AM (04-04-2014 01:38 AM)Helge Gabert Wrote: By the way, the above integral can be computed immediately by hitting the ON key, after pressing ENTER. Now *that* is truly bizarre. So it gets the result immediately, but... Decides to pretend it's taking longer? Quote:James T. Kirk: Mr. Scott. Have you always multiplied your repair estimates by a factor of four? RE: Integration - Helge Gabert - 04-05-2014 05:49 PM Yes, bizarre is the word. Also, why would other integration limits not present any lag time problems, e.g., int(x,x,-3,0) or int(x,x,0,5) are fine, only integrating x dx between 0 and 3 exhibits this behavior? RE: Integration - Helge Gabert - 04-16-2014 03:55 PM FWIW, further analysis shows that this behavior is affected by an upper limit of the form 3*2^(n-1), n=1,2,. . . , i.e., 3, 6, 12, 24, . . . , with a lower limit of 0. |