(HP35S) Lambert W Function
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08-20-2024, 09:49 AM
(This post was last modified: 08-20-2024 11:16 AM by Roberto Volpi.)
Post: #4
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RE: (HP35S) Lambert W Function
Here some little example:
Find L(w) of e, even if, by inspection, we already know it is 1. Use the subroutine W with e^x in the 2nd line - press 1; e^x to obtain the numerical value of e - press XEQ L - stack y will display e and stack x will display 1 Find L(w) of 3 - press 3 and XEQ L - stack y will display 3, and stack x will display 1.04990889496 It is the same result we can obtain with Wolfram Alpha, but with more significant decimal digits. Find L(w) of 4 - Our HP35S will give 1.2021678732 - Wolfram Alpha will give 1.202167873219... - the approximation given by our calculator is satisfactory. Examples with the "general form" (or whatever the name) maybe tomorrow. Put a calculator into your life! |
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Messages In This Thread |
(HP35S) Lambert W Function - Roberto Volpi - 08-19-2024, 10:49 AM
RE: (HP35S) Lambert W Function - PedroLeiva - 08-19-2024, 12:14 PM
RE: (HP35S) Lambert W Function - jdebord - 08-20-2024, 06:23 AM
RE: (HP35S) Lambert W Function - Roberto Volpi - 08-20-2024 09:49 AM
RE: (HP35S) Lambert W Function - PedroLeiva - 08-20-2024, 11:00 AM
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