Find general solutions to the linear system. Use the method of polynomial differential operators, finding the determinant and roots, and then substituting in the original first equation to eliminate extra coefficients. x′=−x+3y,y′=2y
Find general solutions to the linear system. Use the method of polynomial differential operators, finding the determinant and roots, and then substituting in the original first equation to eliminate extra coefficients. x′=−x+3y,y′=2y
Find general solutions to the linear system. Use the method of polynomial differential operators, finding the determinant and roots, and then substituting in the original first equation to eliminate extra coefficients. x′=−x+3y,y′=2y
Use the method of polynomial differential operators, finding the determinant and roots, and then substituting in the original first equation to eliminate extra coefficients.
x′=−x+3y,y′=2y
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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