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Please show full code and output. Thanks! 2. Consider the two matrices: A = In(3) 1/2). 2-1-1 log10(100)). lj + cos (60) V3jl: B= (1/4
Please show full code and output. Thanks!
2. Consider the two matrices: A = In(3) 1/2). 2-1-1 log10(100)). lj + cos (60) V3jl: B= (1/4 4+ '; j =i = -1. Now, use MATLAB to compute items below;"format short g" will provide easy to read outputs: a) AB + 1 b) A2 + 3B2 - A c) BHAH + BTA BB" I is the identity matrix; MATLAB: "eye (n)" command; specify proper size n. B" is the Hermitian (complex conjugate) transpose of B, use B' BT is regular transpose, not complex conjugate, use B.' for regular transpose. Attention: DO NOT USE . ' or.+ 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 matrixStep by Step Solution
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