Comment by henry2023
1 year ago
>> which is larger 3.9, 3.10 or 3.11
To determine which number is larger among 3.9, 3.10, and 3.11, let's compare << them numerically:
Standard Decimal Interpretation:
3.9 is simply 3.9. 3.10 is equivalent to 3.1 because trailing zeros after the decimal point do not add value in decimal numbers. 3.11 remains 3.11. Comparison:
3.9 vs. 3.1 vs. 3.11 3.11 is the largest number. Version Number Interpretation:
In version numbering, each segment separated by a dot is compared as an integer. 3.9 (major version 3, minor version 9) 3.10 (major version 3, minor version 10) 3.11 (major version 3, minor version 11) Comparison:
Minor versions: 11 > 10 > 9 3.11 is the largest version. Answer: 3.11 is the largest number among 3.9, 3.10, and 3.11.
...
So IMO level right?
This is truly the new model's answer ? It's pretty similar to 3.5's "reasoning" actually:
In this context, "3.10" and "3.11" should be interpreted as decimal numbers, not as numbers with more digits.
When comparing:
3.9 3.10 (which is equal to 3.1) 3.11 (which is equal to 3.11) We have:
3.9 is greater than 3.1 (3.10), because 9 is larger than 1. 3.11 is greater than 3.9, because 11 is larger than 9. Thus, 3.11 is the largest of the three numbers.
That's hilarious.
lol,
they gamed AIME by over-training the hell out of it for marketing purposes and called it done.
meanwhile, back-to-basics is broken.
> So IMO level right?
What?
In this case, IMO means International Mathematical Olympiad