Numerical Integration

• “Numerical Integration” is an important part of the Numerical Methods in mathematics.
• It involves estimating definite integrals used to find the area under a curve or accumulated amount of a continuous function.
• Various approximation techniques taught include the Trapezoidal Rule, Simpson’s Rule, and Midpoint Rule.
• Understanding these techniques is key for situations where exact integration is challenging or impossible.
• Mastering Numerical Integration techniques equips learners with problem-solving tools for diverse mathematical problems, hence enhancing their numerical problem-solving abilities.