Matrices
Adjoint of a matrix, Inverse of matrix, Solving homogeneous & nonhomogeneous equations, Matrices Linear dependence and independence of rows and column matrix, derogetory and non-derogetory matrices, Eigne values and Eigen vectors, Differential Equation of 1sr order 1st degree & application, Differential Equation of higher order & application, Successive differentiation, Mean value theorems, Partial Differentiation, Euler's theorem, Extreme values of function of two variables application.
Reference
P. N. Wartikar & J. N. Wartikar, Elements of Applied Mathematics , 7th, Pune Vidyarthi Graha,1988.
B. S. Grewal, Higher Engineering Mathematics
Shanti Narayan, Differential Calculus , Shamalal Charitable Trust, 1997.
Murray Spiegal, Vector Analysis , McGraw Hill, 1974
Term Work Should contain at least 10 assignments covering the syllabus
Tutorial Tutorial should contain 5 assignments Practical None
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