Questions on Taylor series and CAS integrate
|
08-22-2015, 06:58 AM
Post: #2
|
|||
|
|||
RE: Questions on Taylor series and CAS integrate
(08-22-2015 02:11 AM)factor Wrote: While trying to repeat a Taylor series calculation for approximation (link) on the Prime, the following results are obtained:Your first question can easily be answered. To prevent the prime from providing such order_size stuff you use taylor(e^(-x^2/2),x,6,polynom). Order_size shall provide information about the error made when the taylor polynomial is used as an approximation to the real function. I can not answer your second question, but one of the algebra commands (simplify, collect, expand...), which I have not really used, should do the task. Arno |
|||
« Next Oldest | Next Newest »
|
Messages In This Thread |
Questions on Taylor series and CAS integrate - factor - 08-22-2015, 02:11 AM
RE: Questions on Taylor series and CAS integrate - Arno K - 08-22-2015 06:58 AM
RE: Questions on Taylor series and CAS integrate - parisse - 08-22-2015, 08:19 AM
RE: Questions on Taylor series and CAS integrate - factor - 08-22-2015, 10:20 AM
RE: Questions on Taylor series and CAS integrate - Tim Wessman - 08-22-2015, 02:48 PM
|
User(s) browsing this thread: 1 Guest(s)