I tried to derivate pi using calculus but i just found a quite different result. Can you spot my wrong please?First i started with equlation of a circle which is:
$$x^2+y^2=r^2$$
I am assuming circle's center stands on the center of origin.
To reach pi we shoud consider the situation that...
The question i want to ask is why
$$F=\frac{mdv}{dt}=\frac{dmv}{dt}$$
I mean how can we move we in the fraction?
Is there are mathematical proof or comes from something else?
Well starting equation was:
1000/x=3600+(3600(y-x)+1000)/(x+y)
Divide all 200
5/x=18+(18(y-x)+5)/(x+y)
Can be written as;
5/x=18+(18y-18x+5)/(x+y)
Multiply 18 with (x+y)/(x+y)
5/x=(18x+18y+18y-18x+5)/(x+y)
5/x=36y+5/(x+y)
Homework Statement
What is x ?( Assuming x and y are positive)
Homework Equations
1000/x=3600 + (3600(y-x)+1000)/x+yThe Attempt at a Solution
[/B]
Calculator gives it as x=5/36 but I cannot find a way to get that?