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Exponential inequalities
10-10-2015, 10:35 AM
Post: #2
RE: Exponential inequalities
Hello Aries,

For your first example 16^x is positive for all x so it has no roots. The calculator should just tell you that though, not reboot??!!??!??.

For your third example if you turn off exact mode in the cas you get:

{(x≥−115.653167402) AND (x≤−60.6140567646),(x≥−60.6140567646) AND (x≤−41.0658420633),(x≥−41.0658420633) AND (x≤−31.0487108669),(x≥−31.0487108669) AND (x≤−24.9577290453),(x≥−24.9577290453) AND (x≤−20.8624598973),(x≥−20.8624598973) AND (x≤−17.9198156801),(x≥−17.9198156801) AND (x≤−15.7029740933),(x≥−15.7029740933) AND (x<1.77397603163)}

The last inequality in the list is correct, but the prime should be able to get an exact result. Maybe it's a bug that will be fixed in the next software update.

Best regards,

Road
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Messages In This Thread
Exponential inequalities - Aries - 10-09-2015, 10:54 AM
RE: Exponential inequalities - roadrunner - 10-10-2015 10:35 AM
RE: Exponential inequalities - parisse - 10-10-2015, 11:58 AM
RE: Exponential inequalities - Aries - 10-11-2015, 10:20 AM
RE: Exponential inequalities - Aries - 10-17-2015, 09:06 AM
RE: Exponential inequalities - Tim Wessman - 10-10-2015, 01:54 PM
RE: Exponential inequalities - Aries - 10-11-2015, 06:39 AM
RE: Exponential inequalities - roadrunner - 10-10-2015, 11:03 PM
RE: Exponential inequalities - Aries - 10-11-2015, 10:23 AM
RE: Exponential inequalities - parisse - 10-17-2015, 04:15 PM
RE: Exponential inequalities - Aries - 10-25-2015, 10:53 AM



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