Given 3 equations:
1) 1/2pi + 2Pi(x) = 3.90625F
2) pi + 2Pi(y) = 7.65625F
3) 3/2pi + 2Pi(z) = 11.2500F
Find such F so that x, y and z are integers; maximum error on the left side can be +- pi/7.
How would you tackle this one? I am still trial'n'erroring..
Thank you, Jeff. I guess, it's not going to work out... In the case with a roulette weel, the whole problem would become far too complicated, unless I wanted to derive a formula for calculating fortune.
Still, that was very well explained. Cheers.
Hey, guys. Thanks for reading this.
I have to present some interesting angular acceleration problem in my physics class; please, tell me if this one is a good choice (if it's possible at all!). Something really bizarre, just made it up myself:
A gambler wants to trick a slot machine (old...
Hey, guys. Thanks for reading this.
I have to present some interesting angular acceleration problem in my physics class; please, tell me if this one is a good choice (if it's possible at all!). Something really bizarre, just made it up myself:
A gambler wants to trick a slot machine (old...