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Limits of Square Roots at Infinity by Syafwa Inayah is a document available to read on EtoBox.

What is Limits of Square Roots at Infinity about?

The document discusses limits of rational and square root functions as x approaches infinity. It shows that for rational functions where the degree of the denominator exceeds the numerator, the limit is always equal to zero. For square root functions, the limit can be found by rationalizing the function (multiplying terms with their conjugates) and dividing everything by the largest degree term, before taking the limit and substituting infinity for x. This process results in the limit equaling either a nonz

Author
Syafwa Inayah
Language
EN