A certain list, $L,$ contains a total of $n$ numbers, not necessarily distinct, that are arranged in increasing orde

A certain list, $L,$ contains a total of $n$ numbers, not necessarily distinct, that are arranged in increasing order. If $L_1$ is the list consisting of the first $n_1$ numbers in $L$ and $L_2$ is the list consisting of the last $n_2$ numbers in $L,$ is $17$ a mode for $L?$

(1) $17$ is a mode for $L_1$ and $17$ is a mode for $L_2.$

(2) $n_1+n_2=n$

Answer: A

Source: Official Guide

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