In one state, a minimum of 246,400 valid signatures on a petition is required to get a voter initiative added to a state-wide ballot. The signature collectors can fit 25 signatures per page.
They estimate that 61,600 of the signatures that they collect will not be valid (because of being
duplicates, incomplete, or unregistered voters). If p represents the number of pages of signatures
which the signature collectors should collect in order to get the voter initiative added to the
ballot, which of the following inequalities best models the situation described above?