HP50 : indefinite integral of '0^x' gives '?' and 0 for '0*x'
|
11-06-2023, 05:05 PM
(This post was last modified: 11-08-2023 08:27 PM by Gil.)
Post: #1
|
|||
|
|||
HP50 : indefinite integral of '0^x' gives '?' and 0 for '0*x'
Try on the HP50G
'0^X' INTVX (integral of 0^X). But S (0^X) dX is equivalent to S (0) dX = Constant, as the derivative of a constant is equal to 0. But the HP50G returns '?'. Besides, if you write directly 0 INTVX (integral of 0), the calculator returns 0 (instead of Constant). Somewhat disappointing. However, the HP50G gives correctly the numerical area (with the command —>NUM, but not with EVAL command) from a to b for the function '0^X': 0, as [b-a] × 0 = 0. Does another calculator like the Prime, or CASIO/TI gives the expected answers? |
|||
« Next Oldest | Next Newest »
|
Messages In This Thread |
HP50 : indefinite integral of '0^x' gives '?' and 0 for '0*x' - Gil - 11-06-2023 05:05 PM
RE: HP50 : integral of '0^x' gives induly '?` - rawi - 11-07-2023, 02:38 PM
RE: HP50 : integral of '0^x' gives induly '?` - rawi - 11-07-2023, 03:11 PM
RE: HP50 : integral of '0^x' gives induly '?` - klesl - 11-07-2023, 03:28 PM
RE: HP50 : indefinite integral of '0^x' gives '?' and 0 for '0*x' - Gil - 11-07-2023, 09:30 PM
RE: HP50 : integral of '0^x' gives induly '?` - klesl - 11-08-2023, 07:52 AM
RE: HP50 : integral of '0^x' gives induly '?` - Gil - 11-08-2023, 09:14 AM
|
User(s) browsing this thread: 2 Guest(s)