Using Program14 .m (fourth-order Runge-Kutta method), solve Problem 11.19.

Data From Problem 11.19:-

Using the central difference method, find the response of the system shown in Fig. 11.2 when \(F_{1}(t)=10 \sin 5 t\) and \(F_{2}(t)=0\).

Figure 11.2:-

X1(t) -x2(t) F(1) k=2 -F2(t) k = 4 k2=6 00000 m1 1 |m = 21 00000 c = 0 FIGURE 11.2 Two-degree-of-freedom system.