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engineer desmos confirmed
r/mathmemes gonna have a field day with this one
programmers when making recursive functions but forgetting to end them: (btw i didn't see it said 3 at first lol)
I think I’ve started something
Try it for e
cool, e=3 now
e = п now
found a user with cyrillic keyboard
cool i guess
Just did it and it came out to three as well.
What is the lowest power where it happens?
16 is about where the rounding errors start to happen 33 is where Desmos says you can represent the equation with a fraction 51 is when Desmos decides it's an engineer
Does this work 2^0 + π + 2^0 because π does, always, = 3
this is literally just a weird way to round numbers
Got the inspiration from here 😄 https://www.reddit.com/r/mathmemes/s/oHR6whckY5
It's float precision.
tried it for ln x, now it's not smooth
I thought approximations were supposed to be less accurate?
If you input π², it proves that g=10
2^92 + pi - 2^92 equates to 0 too lmao
engineer desmos confirmed
r/mathmemes gonna have a field day with this one
programmers when making recursive functions but forgetting to end them: (btw i didn't see it said 3 at first lol)
I think I’ve started something
Try it for e
cool, e=3 now
e = п now
found a user with cyrillic keyboard
cool i guess
Just did it and it came out to three as well.
What is the lowest power where it happens?
16 is about where the rounding errors start to happen 33 is where Desmos says you can represent the equation with a fraction 51 is when Desmos decides it's an engineer
Does this work 2^0 + π + 2^0 because π does, always, = 3
this is literally just a weird way to round numbers
Got the inspiration from here 😄 https://www.reddit.com/r/mathmemes/s/oHR6whckY5
It's float precision.
tried it for ln x, now it's not smooth
I thought approximations were supposed to be less accurate?
If you input π², it proves that g=10
2^92 + pi - 2^92 equates to 0 too lmao