Euler approximation
Euler approximations use tangent lines beginning at an initial point (xo,yo) and continuing at a given step size h to approximate the numerical value of a differential equation dy/dx=F (xo,yo) at (x, y).
Euler approximations use tangent lines beginning at an initial point (xo,yo) and continuing at a given step size h to approximate the numerical value of a differential equation dy/dx=F (xo,yo) at (x, y).