DEPARTMENT OF MATHEMATICS
Name of Department : Mathematics
Year of Establishment : 1986
Names of Courses offered : B.Sc(Mathematics)
Mathematics subject is avilabale as compulsory subject for B.Sc.(COMPUTER SCIENCE), BBA, B.COM also available as a special level for B.Sc.Stream.
Eligibility :
First Year B.Sc.
(a) Higher Secondary School Certificate (10+2) or its equivalent Examination with English with any three science subjects such as Physics, Chemistry, Biology, Mathematics, Geography, Geology, etc.
OR
(b) Three Years Diploma Course of Board of Technical Education conducted by Government of Maharashtra or its equivalent.
OR
(c) Three Years Diploma in Pharmacy Course of Board of Technical Education conducted by Government of Maharashtra or its equivalent.
OR
(d) Intermediate Science Examination with Compulsary English, Physics, Chemistry, Biology/Mathematics or any other three subjects from the Board of Secondary Education M.P. Bhopal, as a regular candidate.
(e) The Students who have completed three years Semi English Krishi Tantra Niketan of Mahatma Phule Krushi Vidyapeeth Rahuri are eligible, however such cases should be approved by equivalence committee of science faculty of concern college.
(f) Higher Secondary School Certificate (10+2) Examination with English and any of the following vocational subjects of +2 level (H.S.C. Vocational)
Direct Second Year B.Sc.
In addition to the above qualification students who have passed Diploma Course in Engineering and Pharmacy are Eligible however such cases should be approved by Equivalence Committee of Science Faculty of respective colleges.
Activities:
Teaching Staff:
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) | Mrs. R.S. Bhole M.Sc.(Maths), M.Phil Head,Mathematics Associate Professor Experience: 32 years of Teaching |
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) | Mr. C.V. Pawar M.Sc.(Maths), NET, GATE Assistant Professor Experience: 13 years of Teaching |