Problems for student investigation

Problems for student investigation

by Jackson, Michael B., (Mic B.) Ramsay, John R.

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"Calculus students should be expected to work on problems that require imagination, outside reading and consultation, cooperation, and coherent writing. They should work on open-ended problems that admit several different approaches and call upon students to defend both their methodology and their conclusion. Here is a source of 30 such projects."--Page ix.

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Title Statements

  • Full title :Problems for student investigation / Michael B. Jackson and John R. Ramsay, editors.

Summary

"Calculus students should be expected to work on problems that require imagination, outside reading and consultation, cooperation, and coherent writing. They should work on open-ended problems that admit several different approaches and call upon students to defend both their methodology and their conclusion. Here is a source of 30 such projects."--Page ix.

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Edition Statements

  • Publication Date:©1993

Publication Statements

The Physical Object

  • Description:xiv, 206 pages : : illustrations ; : 28 cm.

Edition Identifiers

  • ISBN:0883850869, 9780883850862
  • oclc:ocm27357337
  • LC Classification:QA303
  • Dewey Decimal:515/.076

Table of Contents

I. Derivatives -- Optimal design of a steel drum / John Ramsay -- Finding the most economical speed for trucks / John Ramsay -- Designer polynomials / Charles Jones -- Cruise control / Eric Robinson, John Maceli, Diane Schwartz, Stan Seltzer and Steve Hilbert -- Security system design / Steve Hilbert, JOhn Maceli, Eric Robinson, Diane Schwartz and Stan Sseltzer -- Designing a pipeline with minimum cost / John Ramsay -- Crankshaft design / Steve Boyce -- Valve cover design / Steve Boyce -- The tape deck problem / Matt RIchey -- II. Antiderivatives and definite integrals (pre-fundamental theorem) -- Population growth / Wayne Roberts -- Drug dosage / Diane Schwartz, John Maceli, Eric Robinson, Stan Seltzer and Steve Hilbert -- Logarithms: You figure it out / Matt Richey -- Numerical integration and error estimation / Steve Boyce -- An integral existence theorem / Steve Boyce -- A fundamental project / Charles Jones -- III. Applications of integration -- Inventory decisions / Steve Boyce -- Tile design / John Ramsay -- Minimizing the area between a graph and its tangent lines / Steve Boyce -- Riemann sums, integrals, and average values / Eugene Herman and Charles Jones -- The ice crea…

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