Taylor expanding with the HP50G
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09-28-2023, 07:57 PM
(This post was last modified: 09-28-2023 08:09 PM by Gil.)
Post: #4
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RE: Taylor expanding with the HP50G
Thanks a lot to both of you, the given solutions worked.
I did for instance: 'X/(476/100+83/100*X)' X 5 TAYLR And got: '-98476016075/2907915115807744*X^6+1186458025/6109065369344*X^5+-14294675/12834170944*X^4+172225/26962544*X^3+-2075/56644*X^2+25/119*X' Which command(s) could I use to get, if possible in one single step, the execution of : 98476016075/2907915115807744, 1186458025/6109065369344, asf? To get something simplified as '-(3.38648179721E-5*X^6.+-1.9421269102E-4*X^5.+1.11379808344E-3*X^4.+-6.38756491227E-3*X^3.+3.66322999788E-2*X^2.+-.210084033613*X)'. |
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Messages In This Thread |
Taylor expanding with the HP50G - Gil - 09-28-2023, 10:52 AM
RE: Taylor expanding with the HP50G - dlidstrom - 09-28-2023, 01:25 PM
RE: Taylor expanding with the HP50G - Nigel (UK) - 09-28-2023, 02:32 PM
RE: Taylor expanding with the HP50G - Gil - 09-28-2023 07:57 PM
RE: Taylor expanding with the HP50G - Carsen - 09-29-2023, 03:01 AM
RE: Taylor expanding with the HP50G - Steve Simpkin - 09-29-2023, 04:41 AM
RE: Taylor expanding with the HP50G - Carsen - 09-29-2023, 05:43 AM
RE: Taylor expanding with the HP50G - Gil - 09-29-2023, 07:07 AM
RE: Taylor expanding with the HP50G - bxparks - 06-27-2024, 03:59 PM
RE: Taylor expanding with the HP50G - jonmoore - 08-19-2024, 08:54 AM
RE: Taylor expanding with the HP50G - Gil - 06-27-2024, 09:13 PM
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