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In MATLAB please. Problem 7: Application to circuit designs (ECE 3300: Introduction to Circuits) R A RLC circuit consists of a resistor R, an inductor

In MATLAB please.

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Problem 7: Application to circuit designs (ECE 3300: Introduction to Circuits) R A RLC circuit consists of a resistor R, an inductor L, and a capacitor C connected in series to an alternating voltage source V. The amplitude of the electrical current im is given by: im Um R2 + [WL - 1/(WC)]2 where, w, the angular frequency, is related to the frequency f by w = 2nf. Determine f for a circuit with R = 155 2 (12 is the unit ohm), L = 260 mH, C = 30 uF, Vm = 24 V, and im 0.15 A. [Note the use of standard SI units in engineering.) a) Use graphical methods to estimate the frequency f (in Hz). [Recall from previous Lab experience that there is certainly more than one way to plot the equation to solve.] b) Choose one of the following open methods to determine the frequency f. Give reasons for your choice of method. i) Apply user-defined function Newtonroot. Use maxtol=0.0001, x1=40, and maxitr=25. ii) Apply user-defined function Secantroot. Use maxtol=0.0001, x1=30, X2=50, and maxitr=25. c) Solve for the frequency using the MATLAB built-in function fzero. Problem 7: Application to circuit designs (ECE 3300: Introduction to Circuits) R A RLC circuit consists of a resistor R, an inductor L, and a capacitor C connected in series to an alternating voltage source V. The amplitude of the electrical current im is given by: im Um R2 + [WL - 1/(WC)]2 where, w, the angular frequency, is related to the frequency f by w = 2nf. Determine f for a circuit with R = 155 2 (12 is the unit ohm), L = 260 mH, C = 30 uF, Vm = 24 V, and im 0.15 A. [Note the use of standard SI units in engineering.) a) Use graphical methods to estimate the frequency f (in Hz). [Recall from previous Lab experience that there is certainly more than one way to plot the equation to solve.] b) Choose one of the following open methods to determine the frequency f. Give reasons for your choice of method. i) Apply user-defined function Newtonroot. Use maxtol=0.0001, x1=40, and maxitr=25. ii) Apply user-defined function Secantroot. Use maxtol=0.0001, x1=30, X2=50, and maxitr=25. c) Solve for the frequency using the MATLAB built-in function fzero

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