can′t Solve Differantial Equation
Diff Equa : (((dy(t))/dt))^2 +4y(t)=8t^2 −32t+28....
Sadly it′s impossible to obtain an exact
closed−form expression of the Solution of Diff Equa
But if the Runge−Kutta method is used.
the value of the function at any one point can be estimated
101 is chosen arbitrarily from the numbers 1,2,3,...,199,200. Prove that two of these selected numbers can be found such that one is divisible by the other.