In order to reach conclusions and prove theorems, mathematicians rely upon a form of analysis that allows approximations for integrals, infinite sums, and solutions of differential equations; these approximations are expressed in terms of inequalities. This text addresses a difficult subject one that is usually treated only in works for advanced students at a level appropriate for undergraduates and even high school students, offering a background on inequalities that will prepare students to cope with the concepts of continuity, derivative, and integral.
Nicholas D. Kazarinoff was Professor of Mathematics at the University of Michigan and the State University of New York at Buffalo.
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