a) find the solution of the equation, using homogeneous equations. dy/dx = 2y-x/2x-y
a) find the solution of the equation, using homogeneous equations. dy/dx = 2y-x/2x-y
Elementary Linear Algebra (MindTap Course List)
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Chapter3: Determinants
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a) find the solution of the equation, using homogeneous equations.
dy/dx = 2y-x/2x-y
b) find the solution of the equation, using homogeneous equations.
dy/dx = 2y-x+5/2x-y-4
NOTE: To reduce equation b) to that of part a), consider a preliminary substitution of the form x = X-h, y = Y-k. Choose the constants h and k so that the equation is homogeneous in the variables X and Y.
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