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(Solved): (2 points) Find the solution to the following recurrence: \( a_{n}=-2 a_{n-1}+24 a_{n-2}+441 n \) ...



(2 points) Find the solution to the following recurrence:
\( a_{n}=-2 a_{n-1}+24 a_{n-2}+441 n \) for \( n \geq 2 \) with ini

(2 points) Find the solution to the following recurrence: \( a_{n}=-2 a_{n-1}+24 a_{n-2}+441 n \) for \( n \geq 2 \) with initial conditions \( a_{0}=-51, a_{1}=-27 \). \[ a_{n}= \]


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Given recurrence relation is: an=?2a(n?1)+24a(n?2)+441n for n?2 with initial conditions a0=?51;a1=?27
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