https://r2.erweima.ai/mathbot/image/1726517745742jimclxjo.pdf

The uploaded document appears to be a worksheet on limits, including indeterminate forms and infinite limits. The exercises involve calculating limits, eliminating indeterminate forms by factoring or using conjugates, and applying properties to evaluate infinite limits.

Would you like to proceed with solving some of these problems, or do you need further explanation on specific limit concepts?

Here are 5 related questions to consider:
1. What are the common techniques for resolving indeterminate limits?
2. How do you apply the conjugate method in limit problems?
3. What are infinite limits, and how do they differ from limits at infinity?
4. Can all indeterminate forms be resolved through factoring?
5. How does L'Hopital's rule apply to indeterminate limits?

**Tip**: When dealing with limits at infinity, compare the growth rates of functions by analyzing their highest-degree terms.

Calcula el valor de los siguientes límites, eliminando si es posible la indeterminación mediante factorización o aplicando la conjugada. Determina el valor de los límites infinitos y al infinito aplicando las propiedades.

Learn how to calculate limits by eliminating indeterminate forms through factoring and applying the conjugate method. This guide also covers how to determine infinite limits using properties of limits. Suitable for undergraduate calculus students.

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