Introduction to Integrals 🐸
Integrals are a fundamental concept in calculus representing the area under a curve. They are used in a variety of fields such as physics, engineering, and economics.
Visualizing Integrals
Visualizing integrals can greatly aid in understanding. Sketching the integral involves plotting the function and shading the area under the curve from a starting point to an end point.
Try using interactive tools to sketch integrals for different functions!
Example Problems
Here are some example problems to help you practice:
- Calculate the integral of
f(x) = x^2fromx = 0tox = 2. - Find the area under
f(x) = sin(x)fromx = 0tox = π.