an area of advanced mathematics in which continuously changing values are studied
By using calculus, scientists determined small changes in the stars’ brightness.
The physicist employed calculus to analyze the motion of subatomic particles, utilizing differential equations to model their behavior in dynamic environments.
In economics, calculus played a crucial role in understanding and modeling complex systems, such as predicting market trends and optimizing resource allocation.
Weather forecasters used calculus to interpret and predict changes in atmospheric conditions, applying differential equations to model the fluid dynamics of the Earth's atmosphere for accurate weather predictions.
