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Homework 1 Due Sunday June 30-Upload Your Answer in PDF at iLearn ENGR 305-01 Linear Systems...

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Homework 1 Due Sunday June 30-Upload Your Answer in PDF at iLearn ENGR 305-01 Linear Systems Analysis (Summer-R2, 2019) answe
Homework 1 Due Sunday June 30-Upload Your Answer in PDF at iLearn ENGR 305-01 Linear Systems Analysis (Summer-R2, 2019) answer is clearly 8. Now, compute the following three cases in MATLAB and observe the answers; mention the ones that return the correct answer; explain what is happening in the 1t and 2nd cases: June 24, 2019 Page 2 of 2 - 64/2 4 X= x64/2/4 x 64/(2*4) t/2 + sin(30) In(2) log10(5)j = i = -1. -1 B= T/4 -6/A 7. Consider the two matrices: A 4 Now, use MATLAB to compute items below; add "format short g"at beginning of your m-file to get easy to read outputs: a) AB I b) A23B2-A-1 BB" B" is the Hermitian (complex conjugate) transpose of B, use B' c) B"A"+ BTAT Attention: DO NOT USEor or ./ unless you exactly know what you are doing. The dot disables the usual matrix operation rules; changing them into element by element operations. Attention: Never use eye alone, that's not identity matrix; must specify size: e.g. eye (3) 3x3 identity. I is the Identity matrix; MATLAB: "eye (n) " command; specify proper size n. is regular transpose, not complex conjugate, use B.' for regular transpose. B Do problem 5 by MATLAB; first use angle and abs, then use cart 2pol, convert angles to degrees. 8. 9. Solve numerically by MATLAB; put the equations in vector matrix form first then.solve: (x + 2y +4z2.167 3x +2z =8.501 x-y+3z=-4.833 10. Solve the above set of equations symbolically by "solve" command. Follow below, study how it works. To solve copy/paste and modify as instructed the below code in an m-file and run Define symbols x, y, 2 syms x y z &Move all arguments to one side: so that eql - 0 eql-x+2 y +4 z-2 8Do the same for the other two equations. # Solve equations symbolically 8 Note order of variable names. solve (eq1, eq2, eq3, x, y, z) (xx, yy, zz] $ The answers are rational numbers (long fractions) convert to double precision: % Repeat for yy, zz. double (xx) Xx 6 rad/s and 0 sts10. Utilize the colon = 11. Generate a plot of: y(t) = e-2t sin(at + 60°); w notation to generate the x vector in increments of 0.1. Attention: MATLAB works in radians, not degrees, so you need to convert the 60° to radians. Attention: You would need to use. when multiplying the exponential with the sine; otherwise, you would get dimension mismatch error. This is because the outputs of the exp (-2 (0:0.1:10)) and sin

Answers

>x 64/2 4 x-64/2/4 x 64/ (2*4) 128 8Gu 32 128 324 32

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