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a_n=a_(n-1+2) , n>=2
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isn't that the same thing ? \[a_n=a_{n-1}+2\]
what is ur \(a_1\)
means
do u want to find the general formula for sequence \(a_n\) ?
no want to find recurrence relations
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mm recursion
no but its \[a_{n}=a_{n-1+2}, n \ge 2\]
it means\[a_n=a_{n+1}\]so the recurrence is a constant
so how can i solved it??
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