Matlab Code Practice: (image of problem at bottom)

The equivalent impedance (Z) of a parallel circuit is represented as 1 = 1 2 + ( 1 ) 2 where is the angular frequency. R C L Numerically find the that results in an impedance of 100 for the following parameters: = 225 , = 0.5 , = 0.6 106 Part 1) Write a MATLAB script by using the combination of bisection and regular falsi methods. During the iterative process, the numerical solutions are once estimated with regula falsi and once with bisection method. (The first iteration uses regula falsi). The initial interval for is [1 1000]. The threshold for error is = 0.01. Report the following: Final solution Number of iteration Absolut relative approximate error Part 2) Write a MATLAB script by using newton method. The initial value for is 20. The threshold for error is = 0.01. Report the following: Final solution Number of iteration Absolut relative approximate error.

*edit*

Parameters:

R=225 Ohms

L=0.5 H

C=0.6 * 10^-6

Z= 100 Ohms

Thr (Threshfold for error) = 0.01

Part 1 w=Initial Interval [1 1000]

Part 2 w=Initial Interval 20

where w is the angular frequencjy Numerically find the that results in an impedance of 100 for the following parameters: R = 225 , L = 0.5 H, C = 0.6 10-6 F Part 1) Write a MATLAB script by using the combination of bisection and regular falsi methods. During the iterative process, the numerical solutions are once estimated with regula falsi and once with bisection method. (The first iteration uses regula falsi). The initial interval for is [1 10001. Final solution Number of iteration Absolut relative approximate eror Part 2) Write a MATLAB script by using newton method. The initial value for is 20, The threshold for error is Thr = 0.01. Report the following: Final solution Number of iteration Absolut relative approximate error where w is the angular frequencjy Numerically find the that results in an impedance of 100 for the following parameters: R = 225 , L = 0.5 H, C = 0.6 10-6 F Part 1) Write a MATLAB script by using the combination of bisection and regular falsi methods. During the iterative process, the numerical solutions are once estimated with regula falsi and once with bisection method. (The first iteration uses regula falsi). The initial interval for is [1 10001. Final solution Number of iteration Absolut relative approximate eror Part 2) Write a MATLAB script by using newton method. The initial value for is 20, The threshold for error is Thr = 0.01. Report the following: Final solution Number of iteration Absolut relative approximate error