APPLIED MATHEMATICS FOR ELECTRICAL ENGINEERING ( 3130908 )

Roots of Algebraic and Transcendental Equations:,  Bisection method (1 Question),  false position method (1 Question),  Secant method (1 Question),  Newton-Raphson method (1 Question),  Fixed Point Iteration,  Rate of convergence,  Applications to electrical engineering problems., 

Finite Differences,  Forward,  Backward,  Central operator,  Interpolation by polynomials :,  Newton’s forward interpolation formula (1 Question),  Newton’s backward interpolation formula (1 Question),  Newton’s divided formula (1 Question),  Lagrange’s interpolation formulae for unequal intervals (1 Question),  Applications to electrical engineering problems., 

Newton-Cotes formula,  Trapezoidal formula (1 Question),  Simpson’s formulae (2 Question),  error formulae,  Gaussian quadrature formulae (1 Question),  Applications to electrical engineering problems, 

Picard method,  Taylor method (1 Question),  Euler methods (1 Question),  and Runge-Kutta methods (1 Question),  Applications to electrical engineering problems, 

Curve fitting by of method of least squares,  fitting of straight lines (1 Question),  second degree parabola (1 Question),  and more general curves., 

Experiment,  definition of probability (1 Question),  conditional probability (3 Question),  independent events,  Bayes' rule (1 Question),  Bernoulli trials,  Random variables,  discrete random variable,  probability mass function,  continuous random variable,  probability density function (1 Question),  cumulative distribution function,  properties of cumulative distribution function,  Applications to electrical engineering problems., 

Measure of central tendency: (1 Question),  Moments (1 Question),  Expectation,  dispersion (1 Question),  skewness (2 Question),  kurtosis,  Bounds on probability,  Chebyshev‘s Inequality,  Applications to electrical engineering problems.,