What is the difference between numerical integration and differentiation?
Numerical integration is the process of calculating the integral of a function using numerical methods, while differentiation is finding the derivative. Both are fundamental concepts in calculus.
Can you give me an example of numerical integration?
Sure! One common method is the Trapezoidal Rule, which approximates the area under a curve by dividing it into trapezoids.
How does numerical differentiation work?
Numerical differentiation estimates the derivative of a function using finite differences, often by evaluating the function at specific points.
When should I use numerical methods instead of analytical methods?
Use numerical methods when the function is too complex for analytical solutions or when you need an approximate solution quickly.
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