Mumbai University BE, MSc and BPA 2026

Mumbai University Result 2026 - BE, MSc and BPA

Mumbai University has released the BE, MSc and BPA result. Check the complete details below including important dates and official links.

Mumbai University BE, MSc and BPA - Overview

Organization	Mumbai University
Post Name	BE, MSc and BPA
Qualification	B.Tech/B.E, M.Sc
Location	Mumbai, Maharashtra
Official Website	www.mu.ac.in

Eligibility Criteria

Candidates applying for Mumbai University BE, MSc and BPA result must possess the following educational qualification: B.Tech/B.E, M.Sc. Candidates are advised to check the official notification for detailed eligibility requirements.

Important Links

Official Notification	Download PDF
Official Website	www.mu.ac.in

Also Check

Results 2026 Admit Card 2026 Answer Key 2026 Syllabus 2026

Frequently Asked Questions

When was the Mumbai University result declared?

The results covered in this article for BPA (Music-Tabla) Sem V, B.E. Automation and Robotics Sem VII, M.Sc. Data Analytics Sem IV, M.Sc. Maths Sem III and Sem I, and B.E. Mechanical Automobile Sem I were all declared on 15 July 2026.

Where can I check my Mumbai University result?

You can check it on the official result portal, mumresults.in, by selecting your course and semester and entering your seat number.

What is the difference between a "Regular" and "Supplementary" result?

A Regular result is for students who appeared in that semester's examination for the first time in the normal cycle. A Supplementary result is for students re-appearing in a subject/semester they had previously failed or not cleared, or repeater students, as seen in the M.Sc. Maths, BPA, and B.E. Mechanical results above.

What does SGPA and CGPA mean in the Mumbai University result?

SGPA (Semester Grade Point Average, also called SGPI) reflects your performance in one semester. CGPA (Cumulative Grade Point Average, also called CGPI) reflects your combined performance across all semesters completed so far. Both are calculated using the formula ∑CG / ∑C.