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What is the general form of the particular solution of the nonhomogeneous linear recurrence relation an= 8an-2– 16an-4 + F(n) if
- a) F(n) =n3
- b) F(n) = (-2)n
- c) F(n) =n. 2n
- d) F(n) = n2.4n
♦ Relevant knowledgeThere are many ways that can be used to resolve differential equations, such as homogeneous, variable separable method first-order linear method, and first-order linear. These techniques are employed to solve First-order differential equations. The variation of parameters technique is a broad method to solve non-homogeneous differential equations. It can be used to solve non-homogeneous non-homogeneous second-order differential equations.
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