MTH174 — Engineering Mathematics
Study Units
My Weak QuestionsMatrix Algebra
Linear differential equation-I
Linear differential equation-II
Fourier Series
Multivariate Calculus
Integral Calculus
Continuous Assessment
3 components
elementary operations and their use in getting the rank, inverse of a matrix and solution of linear simultaneous equations, Eigen-values and Eigenvectors of a matrix, Cayley-Hamilton theorem, introduction to linear differential equation, solution of linear differential equation, linear dependence and linear independence of solution, method of solution of linear differential equation differential operator, solution of second order homogeneous linear differential equation with constant coefficient, solution of higher order homogeneous linear differential equations with constant coefficients, solution of non-homogeneous linear differential equations with constant coefficients using operator method.
Week 5 / 6
Rubric
To evaluate the conceptual clarity of the students in Matrix Algebra and Linear Differential Equations using a subjective test of 30 marks.
introduction and Euler's formulae, conditions for a Fourier expansion and functions having points of discontinuity, change of interval, even and odd functions, half range series
Week 10 / 11
Rubric
To evaluate the conceptual clarity of the students about Unit IV using subjective test of 30 marks.
Subjective questions can be asked from the syllabus of CA1 and CA2.
Week 12 / 13
Rubric
It is intended for students who missed either CA-I or CA-II, or for those who wish to improve their performance in either component.
Exams & Practice
Mid Term Examination
Mid-semester comprehensive evaluation
20%End Term Examination
Final semester comprehensive evaluation
50%Type: Examination
MTH174 - FAQs
How many units are in MTH174?
MTH174 has 6 units. Each unit includes detailed notes and MCQ practice questions.
What exam resources are available for MTH174?
Unit-wise notes and MCQ practice are available. Exam resources coming soon.
How to prepare for MTH174 exams?
Study each unit's notes thoroughly, practice MCQs to test understanding, and attempt mock tests before exams. Focus on important topics and previous year questions.