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Assessment
What is the primary benefit of factoring a polynomial in calculus?
It simplifies the expression for easier differentiation or integration.
It always gives the roots of the equation.
It converts a polynomial into a linear function.
It helps identify discontinuities in piecewise functions.
In the context of optimization problems, why is factoring useful?
It allows for easy identification of critical points.
It ensures the function remains continuous.
It guarantees that the function is increasing.
It eliminates the need for the first derivative test.
How can factoring aid in finding limits of rational functions?
It removes common factors that may lead to indeterminate forms.
It provides exact limit values regardless of the variables involved.
It changes the domain of the function.
It simplifies the limit process by converting to exponential forms.
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