ODE: Euler's method first order equation

x1=0,  y1=0 x_1 = 0,\ \ y_1 = 0 dxdy=f(x,y)=x2y2+1 \frac{dx}{dy} = f(x,y) = \frac{x_2}{y^2+1} Find y(1.5) Find\ y(1.5) Given,  n=2 Given,\ \ n = 2
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x1=0,  y1=0 x_1 = 0,\ \ y_1 = 0 dxdy=f(x,y)=2x3+12x220x+8.5 \frac{dx}{dy} = f(x,y) = -2x^3+12x^2-20x+8.5 Find y(1.5) Find\ y(1.5) Given,  n=5 Given,\ \ n = 5
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