Evaluating Limits Approaching Infinity

When evaluating limits that approach infinity in calculus, it's essential to consider the behavior of the function as the input values get increasingly large. A common approach is to look at the leading term of the function and determine its behavior. If the leading term is a higher power of the variable, the function will grow towards infinity. If the leading term is a fraction with the variable in the denominator, the function will approach zero. Understanding these fundamental principles is key to evaluating limits involving infinity effectively.

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