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Let a(k) = 3^k + k -2 for all k 0 and A(0)=-1,A(k)=3A(k-1)-2k+7,k1 Show that A(k ) = a(k) is a solution for the numeric
- Let a(k) = 3^k + k -2 for all k 0 and
- A(0)=-1,A(k)=3A(k-1)-2k+7,k1
- Show that A(k ) = a(k) is a solution for the numeric relation for all values of k 1
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