The following topics will be covered in Numerical Analysis Class.

Finite differences and interpolation

Forward

Backward and central differences

Newton’s forward and backward interpolation formula

Stirling’s central difference formula.

Interpolation with unequal intervals

Lagrange’s interpolation formula
Divide differences
Newton’s divided difference interpolation formula

Numerical differentiation

Numerical integration
Trapezoidal rule
Simpson’s 1/3rd ad 3/8th rules.

Roots of algebraic and transcendental equations

Bisection method

Regulafalsi method

General iteration method

Newton-Raphson method

Secant method.

Gauss
Seidel and Gauss

Jacobi iterative methods of solving system of linear equations.

Numerical solution of ordinary differential equations

Euler’s method,

Modified Euler’s method

Taylor series method

Runge-Kutta methods.

Key Features:

Training Type: Online Live Interactive Session.

Experienced Faculty.

1 ON 1 Sessions.

Duration 25 Hours.

Access to Class Recordings.

Weekday / Weekend Schedules.

For available schedules or need more information, please contact us.

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