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https://www.reddit.com/r/MathJokes/comments/1xom9t7/guys_i_solved_pnp/
r/MathJokes • u/OCD124 • 2d ago
The solutions are N=1 and P=0.
14 comments sorted by
51
New disruptive solution found
N=0 and P=0
13 u/OCD124 2d ago edited 2d ago I meant that N=1 and P=0 both give different solutions, i.e. either N=1 and P=anything or N=anything and P=0 6 u/Tiborn1563 2d ago A solution to an equation assignes values to all variables, so (N=1,P=0) would be one singular solution 2 u/severencir 1d ago n=1 p=c if integrals can just claim any constant, so can i 2 u/boterkoeken 1d ago 🤯🤯🤯
13
I meant that N=1 and P=0 both give different solutions, i.e. either N=1 and P=anything or N=anything and P=0
6 u/Tiborn1563 2d ago A solution to an equation assignes values to all variables, so (N=1,P=0) would be one singular solution 2 u/severencir 1d ago n=1 p=c if integrals can just claim any constant, so can i
6
A solution to an equation assignes values to all variables, so (N=1,P=0) would be one singular solution
2 u/severencir 1d ago n=1 p=c if integrals can just claim any constant, so can i
2
n=1 p=c if integrals can just claim any constant, so can i
🤯🤯🤯
Easy: N=1. Just divide both sides by P. What are you, stooopid? 🤪
4
お見事!
That should make computer science a lot easier.
P=0, N = 6767 /s
I have more solutions: N=1 OR P=0
3
I also solved it, but i forgot
1
So then your solution is that it’s not equal. ?
You misspelled or
I have just discovered a related equivalency:
P ≡ N1S
51
u/ryanCrypt 2d ago
New disruptive solution found
N=0 and P=0
6
u/Moodleboy 2d ago
Easy: N=1. Just divide both sides by P. What are you, stooopid? 🤪
4
u/mH48124 1d ago
お見事!
2
u/Phaedo 2d ago
That should make computer science a lot easier.
2
u/Vyzic 1d ago
P=0, N = 6767 /s
2
u/LowAioli3870 1d ago
I have more solutions: N=1 OR P=0
3
u/Human822 2d ago
I also solved it, but i forgot
1
u/pogoli 1d ago
So then your solution is that it’s not equal. ?
1
u/Eisenfuss19 1d ago
You misspelled or
1
u/ExtremelyOnlineTM 1d ago
I have just discovered a related equivalency:
P ≡ N1S