Determine the roots of the following two simultaneous nonlinear equations using the Newton Raphson method. The solution should be with an error tolerance of ∣εs​∣=10%. Show the approximate error and minimum number of significant figures in the solution for every iteration. Employ initial guesses of x(0)=0.7,y(0)= 0.45. x=x2−2ln(y)y=x2+xex​