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Manhattan Prep
\(n\) is an integer greater than or equal to \(0\). The sequence \(t_n\) for \(n>0 \) is defined as \(t_n=t_{n-1}+n\). Given that \( t_0=3 \), is \(t_n\) even?
1) \(n + 1\) is divisible by 3.
2) \(n - 1\) is divisible by 4.
OA B
\(n\) is an integer greater than or equal to \(0\). The sequence \(t_n\) for \(n>0 \) is defined as \(t_n=t_{n-1}+n\). Given that \( t_0=3 \), is \(t_n\) even?
1) \(n + 1\) is divisible by 3.
2) \(n - 1\) is divisible by 4.
OA B
