Create a PYTHON code that gives you the solutions of the initial value problem with the method of Fourth Order Runge-Kutta.

EDO: y' = 1 + y/ t+ (y/t)^2

EXACT SOLUTION: y(t) = t tg(ln(t))

INTERVAL FOR T: [1,3]

INITIAL CONDITION: y(1) = 0

With those results, creata a table comparing the solutions. For the 1st table use h = 0.1 and for the 2nd use h = 0.05 (to set the interval partitions for t)