Using Eulers Method, write a MATLAB code by customizing the code below and thus, recursively calculate the numerical solution V_c, and plot the unit step and sinusoidal (Sin 2t as input) responses of the above given RLC circuit. Using Eulers Method, write a MATLAB code by customizing the one from the RC circuit tutorial above and thus, recursively calculate the numerical solution V_c, and plot the unit step and sinusoidal (Sin 2t as input) responses of the above given RLC circuit.

using the zero initial conditions, build the Simulink model and plot the unit step and sinusoidal (Sin 2t as input) responses of the above given RLC circuit.

R=30; % Resistance C=0.0237;%Capacitance dt=.01;% time step size t=0:dt:10; ; simulation time v=0.1*ones (1, length(t));% Input voltage q(1)=0; % Initial charge for i=1:length(t) dq(i)=v(i)/R-q(i)/ (R*C); q(i+1)=dq(i)*dt+q(i); end i=dq;% Current plot(t, i) Ploting current versus time R=30; % Resistance C=0.0237;%Capacitance dt=.01;% time step size t=0:dt:10; ; simulation time v=0.1*ones (1, length(t));% Input voltage q(1)=0; % Initial charge for i=1:length(t) dq(i)=v(i)/R-q(i)/ (R*C); q(i+1)=dq(i)*dt+q(i); end i=dq;% Current plot(t, i) Ploting current versus time