C Programming Previous Year Question Paper for Automobile, Mechanical, Production or Metallurgy

Here i have uploaded the previous year (2014 November) question paper of Programming in C for Third semester for Automobile Engineering, Mechanical Engineering, Production Engineering or Metallurgy branches under MG university BTech course.

Course : B.Tech Engineering (degree)
University: MG university (Mahatma Gandhi university) Kottayam, Kerala
Department or branch: Automobile Engineering, Mechanical Engineering, Production Engineering or Metallurgy

Advanced Mechanics of Materials (AMM) 2012 Previous Year Question Paper

Free download pdf B.Tech Advanced Mechanics of Materials (AMM) 2012 Previous Year Question Paper (2012 December) for Production engineering and Mechanical engineering.

Course : BTech Engineering course (degree)
University: MG University (Mahatma Gandhi University)
Semester: Fifth Semester (5th) (s5)
Subject: PE 010 503/ME 010 503- Advanced Mechanics of Materials (PE, ME)
Department or Branch : Mechanical engineering (Mech (ME)) and Production Engineering (PE)

MG University BTech Mechanical Engineering Third Semester Syllabus

The syllabus for Third semester BTech (B.Tech) Mechanical Engineering under MG University ( Mahatma Gandhi university Kottayam Kerala) is available for download in pdf format. To download it, click here

Engineering Mathematics IV 2013 Previous Question Paper for BTech Fifth Semester under MG university

Engineering Mathematics IV 2013 Previous year Question Paper for BTech Fifth Semester under MG university

Subject : Engineering Mathematics IV (5th semester)
Course : BTech Engineering
Department: Mechanical, Civil, Electronics and communications, electrical, Aeronautical, polymer, Applied Electronics, Automobile Engineering etc. (Except for Computer Science and IT)
Semester: fifth semester (s5)
University : MG university Kottayam kerala

Syllabus for First Year Btech under MG University (combined Ist & IInd Sem) (Common for all branches)

EN010 101 ENGINEERING MATHEMATICS – I

Credits: 5

Teaching Scheme

2 hour lecture and 1 hour tutorial per week

MODULE I (18 hours) - MATRIX

Elementary transformation – echelon form – rank using elementary transformation by reducing in to echelon

form – solution of linear homogeneous and non – homogeneous equations using elementary transformation.

Linear dependence and independence of vectors – eigen values and eigen vectors – properties of eigen values

and eigen vectors(proof not expected) – Linear transformation – Orthogonal transformation –

Diagonalisation – Reduction of quadratic form into sum of squares using orthogonal transformation – Rank,

index, signature of quadratic form – nature of quadratic form