Consider the following third-order nonhomogeneous differential equation:

Compute the Wronskian, W(t), for the set of functions Y₁ ,Y₂ , and Y₃ that form a fundamental set and are such that the general solution of the corresponding homogeneous equation + 36 are arbitrary real constants.

Question

Consider the following third-order nonhomogeneous differential equation:

Compute the Wronskian, W(t), for the set of functions Y₁ ,Y₂ , and Y₃ that form a fundamental set and are such that the general solution of the corresponding homogeneous equation Consider the following third-order nonhomogeneous differential equation: Compute the Wronskian, W(t), for the set of functions Y1 ,Y2 , and Y3 that form a fundamental set and are such that the general solution of the corresponding homogeneous equation + 36 are arbitrary real constants.

+ 36

are arbitrary real constants.

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The Answer of Consider the following third-order nonhomogeneous differential equation: Compute the Wronskian, W(t), for the set of functions Y₁ ,Y₂ , and Y₃ that form a fundamental set and are such that the general solution of the corresponding homogeneous equation + 36 are arbitrary real constants.

Consider the Following Third-Order Nonhomogeneous Differential Equation