What is Rationalizing Infinite Limits: Useful Techniques to Simplify Limits
Rationalizing infinite limits is a technique used in calculus to evaluate limits that involve expressions leading to infinity, particularly where direct substitution results in indeterminate forms like \( \frac{\infty}{\infty} \) or \( 0 \times \infty \). This method often involves manipulating the expression to eliminate complex or inconvenient forms, making the limit easier to compute.