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Information Services Business Analyst II, prov

Attention: Monroe County full-time employees will receive a  $1,000 quarterly retention payment each quarter in 2024! Apply today - another great reason to join the Monroe County workforce!

Location: Rochester, NY
Title: Information Services Business Analyst II, prov
Deadline: December 21, 2018 5:00pm
Salary: $45,711 - $57,973

Description of Duties

This position is located in Monroe County government in either the Department of Information Services or other county department and is the mid-level position in the information services business analyst hierarchy.  Responsibilities involve analyzing business procedures of users to develop and implement information management systems that are compatible with them.  This position differs from the lower, Information Services Business Analyst III in that work is performed independently, direction is given at the beginning of projects only and work is submitted in its final form.  The employee works closely with users to develop an understanding of their business processes and goals.   The employee reports directly to, and works under general supervision of a higher-level staff member.  Does related work as required. 

Minimum Qualifications

Graduation from high school or possession of an equivalency diploma plus EITHER:

(A)  Graduation from a regionally accredited or New York State registered college or university with a Bachelor's degree plus two (2) years paid full-time or its part-time equivalent experience involving defining user needs, suggesting solutions and implementing computer information systems; OR,

(B)  Graduation from a regionally accredited or New York State registered college or university with an Associate's degree plus four (4) years paid full-time or its part-time equivalent experience as defined in (A) above; OR,

(C)  Six (6) years paid full-time or its part-time equivalent experience as defined in (A) above; OR,

(D)  An equivalent combination of education and experience as defined by the limits of (A), (B) and (C) above.

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