Understanding the HP 28S XPON function
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02-25-2017, 03:40 PM
(This post was last modified: 02-25-2017 04:00 PM by mbrethen.)
Post: #4
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RE: Understanding the HP 28S XPON function
I wonder if this can be successfully programmed for the 28s? One thought I had is to perform successive differentiation until you end up with a constant? A loop counter could keep track of the number.
Another idea is to evaluate the polynomial using Horner's method (PVAL in the Math Applications reference) and then SIZE the nested list. |
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Messages In This Thread |
Understanding the HP 28S XPON function - mbrethen - 02-25-2017, 12:21 AM
RE: Understanding the HP 28S XPON function - Joe Horn - 02-25-2017, 06:40 AM
RE: Understanding the HP 28S XPON function - Werner - 02-25-2017, 12:43 PM
RE: Understanding the HP 28S XPON function - Joe Horn - 02-25-2017, 04:40 PM
RE: Understanding the HP 28S XPON function - mbrethen - 02-25-2017 03:40 PM
RE: Understanding the HP 28S XPON function - Werner - 02-25-2017, 09:25 PM
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