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Give a Big-O Estimate for the Number of Operations (Where t:=1 for i=n to n2t:=t+2it\begin{array} { l } t : = 1 \\\text { for } i = n \text { to } n ^ { 2 } \\t : = t + 2 i t\end{array}

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Give a big-O estimate for the number of operations (where an operation is an addition or a multiplication)
used in this segment of an algorithm: t:=1 for i=n to n2t:=t+2it\begin{array} { l } t : = 1 \\\text { for } i = n \text { to } n ^ { 2 } \\t : = t + 2 i t\end{array}


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