Introduction to Errors in Numerical Calculations: - Absolute Error, Relative Error,
Percentage Error. Solution to Algebraic and Transcendental Equation: - Bisection
Method, the Method of False Position, Newton-Raphson Method. Interpolation: -
Forward Difference, Backward Difference, Newtons Forward Difference
Interpolation, Newtons Backward Difference Interpolation, Lagranges Interpolation.
Least- Square Curve fitting: - Fitting a straight line, Parabola. Solution of
simultaneous algebraic equations (linear): - Cramers Rule, Gauss Elimination
Method, Gauss Elimination with partial pivoting, Gauss-Jordan Method, Gauss-
Seidel Method. Numerical solution of 1st and 2nd order differential equations: - Taylor
series, Eulers Method, Modified Eulers Method, Runge-Kutta Method for 1st and 2nd
Order Differential Equation, Picards Method. Numerical integration: - Trapezoidal
Rule, Simpsons 1/3 Rule, Simpsons 3/8 Rule, Linear Programming: - Linear
Programming Model and their Graphical Solutions. Transportation problems
PERT/CPM.
Are this important topics or the whole syllabus of CM??
ReplyDeleteAnd can you post some question papers for CM.
Thanks In Advance.
Mahesh