Is 9.11 bigger than 9.9?
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9.11 - 9.9 = 0.21 The difference is 0.21, which is positive, indicating that 9.11 is indeed larger than 9.9
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Where did you get that? Meta AI is answering correctly. See screenshots
Sort 9.0, 9.9, 9.11
Here are the numbers sorted in ascending order:
1. 9.0
2. 9.9
3. 9.11
Would you like me to help with anything else?
bhai ko koi girlfriend dila do
Dont know whos schooling is wrong. Examples are above comments.
Hmm, when dot is decimal representation 9.11 cant be bigger than 9.9
Simple mutiply the numbers with 100.
or 1000, 10000...
9.11 * 100= 911
9.9 * 100 = 990..
so 9.9 is greater!
we had awesome math teachers in Hyderabad in my schooling/college age.. now new gen Z or what ever are studying completely online some times. :
What is it which is 9.11 and 9.9 that you guys are trying to compare and find out which one is bigger?
Jaha se uthaya wo bhi daal do op
9/11/2024=9.11.2024
so"/"="."
but
9/11 >9/9
replacing"/" with "." both sides
9.11>9.9
another proof
len("9.11")>len("9.9")
len() as of an excel function
"9.11">"9.9"
9.11>9.9
BIG is not always
big
You are treating them as strings instead of numbers.
This is a very old question people use to test llms.
It cannot answer it because of the way tokenization works.
New o1 models reduce this kind of edge cases.
now if you compare 9.90 with 9.11 answer is pretty obvious.
if still in doubt use mobile calculator with expression 9.9 - 9.11 = 0.79
Ok.. so there are 2 ways to interpret this.. One is math and other is incremental semantic numbering (yes these are 2 different things.) In incremental numbering, the number after decimal is considered a separate number. Common example of incremental numbering usage is software or application versioning.
So mathematically -> 9.9 > 9.11
But in versioning -> 9.11 > 9.9 < 9.20
interesting thing here is: 9.90 > 9.9 haha
This is an example of Computer Science Engineer Vs. xyz trained Developer for you
Simple mutiply the numbers with 100.
or 1000, 10000...
9.11 * 100= 911
9.9 * 100 = 990..
so 9.9 is greater!
we had awesome math teachers in Hyderabad in my schooling/college age.. now new gen Z or what ever are studying completely online some times. :