College Mathematics: Solving Problems in Finite Mathematics

Numerical analysis provides an important example. This is in close agreement with the way Bishop presented his informal theory of sets. With its ability to process vast amounts of facts and figures and to solve problems at extremely high speeds, the computer is a valuable asset to solve the complex math-laden research problems of the sciences as well as problems in business and industry. Hence no fraction £ can approach more nearly to the value p of X, than the convergent -=r-", if 5^ is < Q,^ 75.

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