What are numerical integration methods?
Numerical integration methods are techniques used to approximate the integral of a function when an analytical solution is difficult or impossible to obtain.
Can you explain some common methods?
Sure! Common methods include the Trapezoidal Rule, Simpson's Rule, and Monte Carlo integration. Each has its own advantages and use cases.
How does the Trapezoidal Rule work?
The Trapezoidal Rule approximates the area under a curve by dividing it into trapezoids, calculating their areas, and summing them up.
What are the advantages of using Simpson's Rule?
Simpson's Rule provides better accuracy than the Trapezoidal Rule for smooth functions, as it uses parabolic segments instead of straight lines.
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