Schreiner University - Online MBA
Schreiner University Online MBA Program Structure
The Schreiner Online MBA is designed for working professionals.
The program can be completed 100% online and can be taken at a part-time or an accelerated full-time pace (which would conclude in as little as one year). It is a rigorous graduate program that is fully accredited by The Commission on Colleges of the Southern Association of Colleges and Schools.
The Curriculum for the Schreiner Online MBA Program
The MBA is 36 credits long and courses are offered over 7-weeks each for six sessions per year. The full-time pace (12 months) requires students to take two courses per session, while there is an option for a part-time pace (24 months) that would only require one course per session.
Course Descriptions for all 12 courses can be found here.
Tuition, Scholarships, and Financial Aid
The current cost of the Schreiner online MBA program is $285 per credit hour, with a total tuition cost of $10,260
Financial Aid can come in the form of scholarships or loans – The $12,400 Schreiner Premier Scholarship is available for employees of partnering organizations and Federal Financial Aid- Unsubsidized Loans are available for those who qualify.
Admissions
A bachelor’s degree in any field is required to apply. Students must also submit the following to be considered for the MBA program:
- Application
- Resume/CV
- Official transcripts for all college-level coursework – must have successful completion of a baccalaureate degree in any area of study with a GPA of 3.0 or higher (may require 2 foundation courses)
No GMAT or GRE is required for this program and applicants must have achieved an undergraduate GPA of 3.0 or higher to be eligible.
No work experience is required for applicants to this program.
There is a $25 application fee.
Application deadlines are as follows:
Schreiner offers six different entry terms each academic year. Applications are reviewed on a rolling basis, so you are welcome to apply any time before the posted deadlines for each term.
