Question

QUESTION 2 Given the following MATLAB code that defines the transfer function of a certain continuous time LTI system by its numerator and denominator polynomial coefficients, num= [1 3]; den= [1 3 2]; t=0:0.1:6; ht=impulse(num, den,t); plot(t,h) The code provides an analytical expression of the Impulse Response for this system. True False

          QUESTION 2
Given the following MATLAB code that defines the transfer function of a certain continuous time LTI system by its
numerator and denominator polynomial coefficients,
num= [1
3];
den= [1
3
2];
t=0:0.1:6;
ht=impulse(num, den,t);
plot(t,h)
The code provides an analytical expression of the Impulse Response for this system.
True
False

QUESTION 2
Given the following MATLAB code that defines the transfer function of a certain continuous time LTI system by its
numerator and denominator polynomial coefficients,
num= [1
3];
den= [1
3
2];
t=0:0.1:6;
ht=impulse(num, den,t);
plot(t,h)
The code provides an analytical expression of the Impulse Response for this system.
True
False

Added by Shannon J.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Dominique Jan Tan

Step 1

The transfer function of a continuous-time LTI system is defined by its numerator and denominator polynomial coefficients. In this case, the numerator polynomial coefficients are [1 3] and the denominator polynomial coefficients are [1 3 2]. Show more…

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Given the following MATLAB code that defines the transfer function of a certain continuous-time LTI system by its numerator and denominator polynomial coefficients: num = [1 3] den = [1 3 2] t = 0:0.16 ht = impulse(num, den, t) plot(t, ht) The code provides an analytical expression of the Impulse Response for this system.