Question: The solution of the recursion relation an+ 1 In 2 0, is an 2(n+1)2 O a) (-1)3 a0 2 [(n+1)!' O b) (-1)3 ap 2

 The solution of the recursion relation an+ 1 In 2 0,

is an 2(n+1)2 O a) (-1)"3" a0 2" [(n+1)!' O b) (-1)"3"

The solution of the recursion relation an+ 1 In 2 0, is an 2(n+1)2 O a) (-1)"3" a0 2" [(n+1)!' O b) (-1)"3" ap 2" (n!) Oc (-1)"3" a0 2" (n+1 ) O d) -3" ap 2" ( n!) 2 O e) None of these

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