2 - 1 = 4.6e
This here seems to be a pretty strange equation. Indeed it is. First, you'll realize that 2 - 1 should not equal 4.6e. Some people aren't even aware that letters can exist in math. So how can this be? On a second glance, this might be the type of equation you would find in Quantum Physics (The science of possibilities). So maybe at some sort of sub-atomic level, this equation might be possibile depending on what you're dealing with. (I'll buy anyone a beer who can tell me in what situation 50+50=99. And this is true in one instance.) But this isn't Quantum Physics either. Let me fill you in on the story of how I came across this mind-boggling equation. Hopefully, someone can figure this out. I'm not sure Will Hunting could get this one
Well, I went yesterday to the Helsingin Urheilutalo which is a gym and sports center with a swimming pool as well. I have paid for a monthly membership to this place which allows me access to the gym and the pool. But on this dark and overcast day I didn't have time to go to the gym and pool like I usually do. So I decided just to go swimming. I go to the front desk with my membership card to have the woman put on a swimming credit (one must do this every time.) The woman takes the card, puts it on the scanning machine and then tells me that I must pay 4.60€ ($5.68) to use the pool. I ask why and she tells me that when I come and use the gym I can use the pool. But if I only want to use the pool and not the gym and pool, I must pay the normal entrance fee.
Does this make sense to you? It didn't make sense to me. I gave the woman this look of disbelief and very seriously asked her to explain that again to me because that made no sense to me whatsoever. She rephrases it to say, "Your membership is valid for the Gym. When you use the Gym you THEN are allowed to go to the pool free of charge." I honestly couldn't believe what I was hearing. What fucking difference does it make if I use the Gym or not?
I then thought of a way out of it. I told the woman, "Okay, well, last week I came and used the gym, but didn't go swimming. So I'll just use the free entrance to the pool today." She looked at me with annoyance and said, "Sorry, but free use of the pool is only on the day of using the gym."
Since I didn't have any of my workout clothes nor time to work out, I couldn't just go up and work out. I then thought of another idea. I told the woman I would go to the gym. I went up the stairs to the entrance to the gym, swiped my card through, went into the lockers and to the toilet, drained the lizard, and walked back out. I went to the front desk again and told the woman as if I had never spoken to her before, "Ah, one for swimming please." She looked at me and said, "Sir, this is not funny. If you want to swim, it will cost you 4,60€." Trying to get my right of not having to pay for swimming was like trying to squeeze blood from a rock. So I forked over the cash and went on my merry, little way.
Summed up in brief: After paying 50€ for a montly membership; you use the gym, you use the pool. You don't use the gym, you pay 4,60€ each time on top of the already paid 50€ and you get to use the pool.
Can anyone figure out this equation? I remember in my advanced math courses we had to learn to show proof that a certain equation was the answer. Can anyone find the proof for this one? Or a logical explanation?
Until then. . .
"
Anyone who cannot cope with mathematics is not fully human. At best he is a tolerable subhuman who has learned to wear shoes, bathe, and not make messes in the house."
-Robert Heinlein
"
As far as the laws of mathematics refer to reality, they are not certain; and as far as they are certain, they do not refer to reality."
-Albert Einstein
"
In mathematics you don't understand things. You just get used to them."
-John Von Neumann