Teaching CSIR NET Mock Test Series Engineering Mathematics Numerical Methods Solutions of Differential Equations
If the value of the approximate solution of the initial value problem
\(\rm \left\{\begin{matrix}y'(x)=x(y(x)+1), &x\in R\\\ y(0)=β \end{matrix}\right.\)
at x = 0.2 using the forward Euler method with step size 0.1 is 1.02, then the value of β is
1
0
2
-1
3
2
4
1