2. From the equations used in Requirement 1, derive the following matrix systems (variables (unknowns to be found) on LH

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2. From the equations used in Requirement 1, derive the following matrix systems (variables (unknowns to be found) on LH

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2 From The Equations Used In Requirement 1 Derive The Following Matrix Systems Variables Unknowns To Be Found On Lh 1
2 From The Equations Used In Requirement 1 Derive The Following Matrix Systems Variables Unknowns To Be Found On Lh 1 (52.38 KiB) Viewed 86 times
2. From the equations used in Requirement 1, derive the following matrix systems (variables (unknowns to be found) on LHSs and numbers on RHSs) V = Dºx, (7) 1 ENG3104 Engineering Simulations and Computations Semester 2, 2021 where x = (24, 25, 26, 27, 28)T, Vz = (U25, V26, V.17, Vrs)?, T is the transpose operator and Dº is the matrix of size 4-by-5 (called the differentiation matrix), and ay = D., (8) where vx = Vz6 Vrg (V24, Vx5 , Vx6, V.z7, V18)7, a, = (4x5 , Axo, Qg7, Qxs)?, and Da is the differentiation matrix of size 4-by-5.
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