Copyable code:
Q_t=15.5;
Q_a=3.8;
Q_o=22.9;
A=0.0177;
t=15;
m=0.4423;
c=901;
x=(Q_t-Q_a)/(Q_o -Q_a);
a=log(x);
b = ((m * c) / (A * t));
h = - (a * b);
fprintf("The value of h is: ")
disp(h)
Use MatLab 2014 version please Find the value theta (t) - theta_a/theta - theta_a = e^-...
use MATLAB Q1. Find the Laplace Transform: f(t)=8t?cos(3t+45) syms t use symbolic expression theta-45*pi/180 change 45 degree to a real number f-8 t 2*cos (3*t+theta); 8 this is the function pretty (f) 8print this functiont F-laplace (f);8 run Laplace Transform% F-simple (F); 8simplify or shorten the result pretty (F) print the result
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can you show how the model would look like on matlab ? please help with this question For the circuit given below, find the normal form for the inductor current and capacitor voltage. Use Matlab (Create an.m file. Use Isim function) and Simulink (Create a Simulink Model). Plot the responses x1 and x2 over time from the M file and Simulink Model. Do they match? Please explain. Use f(t)-e-cos(2t)u(t) for the input. Assume Zero Initial Conditions. 2Ω I H On...
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can you show how the model would look like on matlab ? please help with this question For the circuit given below, find the normal form for the inductor current and capacitor voltage. Use Matlab (Create an.m file. Use Isim function) and Simulink (Create a Simulink Model). Plot the responses x1 and x2 over time from the M file and Simulink Model. Do they match? Please explain. Use f(t)-e-cos(2t)u(t) for the input. Assume Zero Initial Conditions. 2Ω I H On...
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