Employment Opportunities

Sergeant

Apply now Job No: 498140
Work Type: Staff Full Time (1500 hours or greater)
Location: Dayton, OH
Category: University Staff
Department: Public Safety - 701100
Pay Grade: Not Applicable
Advertised:
Applications close:

Position Summary: Under the guidance and supervision of the Director of Police Operations, the Sergeant will supervise and exact the proper performance of police duties from subordinate members of the department; will conduct investigations and reports on all police conditions and activities; perform all additional functions prescribed for the rank by relevant laws, the Department of Public Safety manual, orders or directives of the University of Dayton Department of Public Safety; and perform special duties or assignments as ordered by the Director or his designee.
Minimum Qualifications:

High school graduate or equivalency; OPOTA certified police officer; Must be, or meet all requirements to be, a police officer for the University of Dayton Department of Public Safety; Must have demonstrated a history of positive interpersonal and organizational skills; Must obtain First Aid, CPR and AED certification within one year of appointment and maintain same throughout course of employment; Minimum of two (2) years of full time law enforcement experience.

Preferred Qualifications:

Prior university law enforcement experience; Associates, BA, BS or higher degree in a field related to law enforcement.

Special Instructions to Applicants:

 

Closing Statement:

Informed by its Catholic and Marianist mission, the University is committed to the principles of diversity, equity, and inclusion. Informed by this commitment, we seek to increase diversity, achieve equitable outcomes, and model inclusion across our campus community. As an Affirmative Action and Equal Opportunity Employer, we will not discriminate against minorities, women, protected veterans, individuals with disabilities, or on the basis of race, color, national origin, religion, sex, sexual orientation or gender identity.

 

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