Finding the Limit at Infinity in Calculus

In calculus, finding the limit at infinity involves determining the behavior of a function as the input values approach infinity. To do this, you can use various techniques such as dividing every term in the function by the highest power of the variable or using L'Hopital's rule for indeterminate forms. Additionally, understanding the end behavior of the function and identifying the dominant term are crucial for finding the limit at infinity. This concept is crucial for higher-level mathematics and provides a foundation for solving more complex problems in calculus.