Numerical Analysis

• Bisection Method (Convergence, Error) — T4
• Regula Falsi (False Position) — T4
• Newton-Raphson method (convergence, geometric meaning) — T2
• Gaussian Elimination — T4
• Gauss-Jordan method — T3
• Gauss-Seidel iteration — T2
• Newton's forward difference interpolation — T3
• Newton's Backward Difference Interpolation — T4
• Lagrange's interpolation — T2
• Trapezoidal rule (composite; error) — T3
• Simpson's 1/3 and 3/8 rules — T2
• Gaussian quadrature — T3
• Euler's method (and modified Euler) — T3
• Runge-Kutta methods (RK2/RK4) — T3
• Number systems — T2
• Algebra of Binary Numbers — T4
• Logic gates and truth tables — T3
• Boolean algebra — T1
• Representation of Integers, Signed Integers, and Reals (incl. Double Precision) — T4
• Algorithms and flowcharts for numerical analysis problems — T3