Most people can count to 10 on their fingers and thumbs. They could count much higher though. What's the highest number they could count to, and how would they do that?
28 on the fingers.. by counting the lines on the finger joints
99
Let's say that the fingers can only be tucked in or out.
Yeah Can we count them too
okay
That's two positions per finger / thumb.
20
by simple tucking in and out but if we make it a multistage i think we can have more
\[\huge 100\]
They could count up to what value they want to. One can tuck his/ her 10 fingers in for the first 10 and tuck them out for the second set, and so on and so forth. Lol. Guess :)
The numbers posted so far are too low. Don't forget to post the method for doing this counting.
There doesn't need to be any memory involved in this method of counting.
Even 100 even thats low !!
100 is too low, yes.
lets add a zero.
lol
1000
Add a zero, you're close, but still too low.
What if I said that I could count to 7 on 3 fingers?
IT'S OVER 9000!!!!!!!!!!!!!!!!!!
It's not over 9000 :)
8999? :) Lol.
Hehe, 1000 has been the closest number so far.
What if I said that I could count to 31 on one hand?
Using the chinese finger crease system you can go to 9,999,999,999 or\[10^{10} -1\]
Then you're one smart guy. Lol. Does it involve the lines of the hands?
It involves nothing but sticking your fingers in or out.
What if my right thumb was worth 1, and my right index finger was worth 2?
1023?
And how would I count to 1023? (You are correct by the way)
I know, but dont want to ruin for others to think about it
<-- wants to know. Lol.
I wish there was a way to add spoiler tags to posts.
Cei: yes it does. if you look at your finger it has three creases, and you can use the left, middle and tight of each crease as a seperate number. finger one does 1-9 finger two does 10-90 etc. It's similar to this system but it goes to bigger numbers.
I only used the fingers. First finger has value \[2^{0}\] Second has \[2^{1}\] Third \[2^{2}\] and so on and so on. The last is 2^9=512 This way you can show each number between 1 to \[2^9+2^8+....+2+1=1023\]
Also known as a binary counting system
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