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CAS: log of large integers?
05-22-2015, 04:57 PM
Post: #6
RE: CAS: log of large integers?
(05-21-2015 06:37 AM)Joe Horn Wrote:  The HP 50g nicely returns 777 if you do 777 ALOG LOG in exact mode, even though 10^777 is larger than the 50g's MAXREAL. But Prime returns +Inf for log10(10^777), even though 10^777 is an exact integer. Apparently Prime first tries to convert the argument to a real, which in this case immediately overflows.

Question: How can Prime be programmed to return the approximate common log of exact integers which are greater than CAS's MAXREAL? The program should work on any large integer, even square-free integers (even the 50g has trouble with those).

I'm sorry none of the members on the Prime side have tried to answer your question - perhaps they're too busy enjoying the new features & trying to find out how the machine actually works to bother with a fiddly number programming problem.

You did however prompt me to (try to) deal with the matter on the 50G, so thanks for the stimulus.
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Messages In This Thread
CAS: log of large integers? - Joe Horn - 05-21-2015, 06:37 AM
RE: CAS: log of large integers? - parisse - 05-21-2015, 11:28 AM
RE: CAS: log of large integers? - Gerald H - 05-22-2015 04:57 PM
RE: CAS: log of large integers? - Gerald H - 05-22-2015, 05:57 PM
RE: CAS: log of large integers? - parisse - 05-22-2015, 07:01 PM
RE: CAS: log of large integers? - Gerald H - 05-23-2015, 01:47 PM
RE: CAS: log of large integers? - DrD - 05-23-2015, 06:23 PM
RE: CAS: log of large integers? - Joe Horn - 05-24-2015, 02:01 AM
RE: CAS: log of large integers? - DrD - 05-24-2015, 10:05 AM
RE: CAS: log of large integers? - Joe Horn - 05-24-2015, 03:07 PM
RE: CAS: log of large integers? - Joe Horn - 05-24-2015, 07:00 PM
RE: CAS: log of large integers? - parisse - 05-25-2015, 05:38 AM
RE: CAS: log of large integers? - Joe Horn - 05-25-2015, 07:20 AM



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