EBK MATLAB: AN INTRODUCTION WITH APPLIC
EBK MATLAB: AN INTRODUCTION WITH APPLIC
5th Edition
ISBN: 8220102007642
Author: GILAT
Publisher: YUZU
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Chapter 7, Problem 11P
To determine

(a)

A user-defined MATLAB function that calculates the factorial n! of a number by using y= fact(x) as function name and arguments; the value of factorial 9. (The function displays a error message if a negative or non-integer number is entered when the function is calculated)

To determine

(b)

A user-defined MATLAB function that calculates the factorial n! of a number by using y= fact(x) as function name and arguments; the value of factorial 8.5. (The function displays a error message if a negative or non-integer number is entered when the function is calculated)

To determine

(c)

A user-defined MATLAB function that calculates the factorial n! of a number by using y= fact(x) as function name and arguments; the value of factorial 0!. (The function displays a error message if a negative or non-integer number is entered when the function is calculated)

To determine

(d)

A user-defined MATLAB function that calculates the factorial n! of a number by using y= fact(x) as function name and arguments; the value offactorial 5!. (The function displays a error message if a negative or non-integer number is entered when the function is calculated)

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a) Reflect on the assumptions and briefly explain their implications for your model. Do you agree with the assumptions? If not, briefly suggest improved assumptions. [6 marks] b) Derive a linear(ised) model (algebraic or differential equation) relating C'A2(t) to C'Ao(f). How do you define your system? What type of balance do you need to solve for this purpose? [12 marks] c) Derive a linear(ised) model (algebraic or differential equation) relating C'A4(t) to C'A2(f). Show your balance equation. [12 marks] d) Derive a linear(ised) model (algebraic or differential equation) relating C'A5(t) to C'A4(f). Show your balance equation. [12 marks] e) Combine the models in parts (a) to (c) into one equation relating C'A5 to C'Ao using Laplace transforms. [15 marks] f) Is the response (for example to step input) stable or unstable? Is the response periodic? Is the response damped? [6 marks] g) Carry out an inverse Laplace Transform for C'Ao(s) = A CAO/s (step function) to find C'A5(t) in the time…
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The values ​​of the circuit elements in the circuit shown in the figure are given below.The initial energies of the capacitors and the coil are zero.Accordingly, how many volts is the voltage vo at t=0.55 seconds? vs(t) = 2cos(4000t)u(t) VR = 19 ohmL = 20 HC1 = 1/5 FC2 = 1/2 F
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