1+1=3 in cases of large 1's
ok, I define 1 as {∅} and 2 as {∅, {∅}}
proving the addition holds is slightly more complicated
I really recommend the YouTube channel "Another Roof". His first few videos were building up exactly this idea, as well as building up all the real numbers (possibly complex too if I'm remembering correctly). Sounds like a dry topic but he uses humour really well throughout. https://youtube.com/@anotherroof
ooh, that looks interesting!
1 + 1 is not equal to a question mark.
What did 1 minus 1 equal before zero was invented? 🤔
Yeah, define "zero".
The one invented on India at around the Middle Age is a different one. The one you are asking about is very old.
Computer Scientist: 10
O(1)
You forgot accountant
"What do you need it to be?"
We need to report negative earnings so we don't have to pay taxes obviously
I'm surprised the 6 year old knows factorials.
Not only that, it is mathematically correct, at least given the usual definitions of 1, 2, +, and !
1 + 1 = 2 * 0.999...
Error, float detected when int expected
You can't put an expression on the left-hand-side of the assignment operator.
You need more expressive languages.
Quantum physicist: Whats the uncertainty?!
Computer Scientist: 0 and a carry bit
Mathematician: S(1)
Terrence Howard : 2 !! Also 1x1=2 !!
How would a two year old know factorials?
Math isn't induction. Its deductive logic.
Appliance salesperson: oven + pan = hamburger
I appreciate the latex-style quotes around the mathematician's 1
What's great is the kid is correct even with the factorial
new captha alert 1 + 1 = 2 to enter
How old this be inductive reasoning?
Surely the philosopher is the one looking for definitions..
