Vikram University (VUU) MBA Calculation of SGPA and CGPA is described here which is applicable for TWO YEAR MBA (FULL TIME) PROGRAMME of UTD (pt. JNIBM, VUU)
Credits
Credit is a weightage given to a subject paper based on number of hours allotted to a course/subject/paper in a semester. |
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Grade Letter
Grade Letter is a measure of performance of a student in a paper based on percentage of actual marks secured by a student in a paper. |
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Grade Point
grade points are numbers from 0 to 10 allotted to grade letter |
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Credit points
Grade point X Credits of a subject |
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Contents Vikram University (VUU) MBA Calculation of SGPA and CGPA |
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Semester Grade Point Average (SGPA)Is a measure of the performance of a student in a Semester. Formulae for calculating SGPA SGPA = ∑CiGi/∑Ci i = 1 to n Where n = number of courses the student registered in the semester, ‘Ci’= number of credits allotted to each of the courses, and ‘Gi’ = grade-point obtained by the student in the respective courses. |
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Cumulative Grade Point Average (CGPA)Is a measure of the performance of a student in all Semesters. It is given by Number of Credit points obtained in all semesters put together (divided by) Number of Credits in all the semesters put together The final result at the end of all the semesters is declared in the form of CGPA Formulae for calculating CGPA CGPA = ∑CiGi/∑Ci i = 1 to m Where ‘m’ = number of subjects registered for in all the semesters ‘Ci’ = number of credits allotted to each of the courses, and ‘Gi’ = grade-point obtained by the student in the respective courses. |
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Vikram University (VU) (Calculator) SGPA and CGPA
The calculator for finding SGPA & CGPA is demonstrated by following example SGPA Example Semester 1
Total GPs = 214 Total Credits= 30 Semester 1 SGPA= Total GPs/ Total credits = 214/30 = 7.13 Sem 1 SGPA = 7.13 |
Link
Demo calculation of CGPA
Remark | Sem1 | Sem2 | Sem3 | Sem4 |
Credits | 30 | 30 | 30 | 30 |
SGPA | 7.13 | 7.5 | 7.9 | 8.2 |
CGPA = (30X7.13 + 30X7.5 + 30X7.9 + 30X8.2) / (30X4)
= 213.9 + 225 + 237 + 246 / 120 = 7.68