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Original Articles

Classroom Capsules

Pages 135-147 | Published online: 28 Nov 2017

References

  • D. W. De Temple, An Archimedean property of the bicylinder, College Math. J. 25 (1994) 312–314.
  • A. J. Lo Bello, The volumes and centroids of some famous domes, Math. Mag. 61 (1988) 164–170.

References

  • A. H. Beiler, Recreations in the Theory of Numbers, Dover, 1964.
  • L. E. Dickson, History of the Theory of Numbers, Vol. 2, Chelsea, 1992, reprint of 1920 edition.
  • W. Sierpinski, Sur les nombres triangulaires carrés, Bull. Soc. Royale Sciences Liege 30 (1961) 189–194.

References

  • S. N. Bernstein, Theory of Probability, 4th ed. (in Russian), Gostechizdat, Moscow-Leningrad, 1946.

References

References

  • W. C. Brenke, On the resolution of a fraction into partial fractions, Amer. Math. Monthly 36 (1929) 319–323.
  • X.-C. Huang, A short cut to partial fractions, College Math. J. 22 (1991) 413–415.
  • P. T. Joshi, Efficient techniques for partial fractions, Two-Year College Math. J. 14 (1983) 110–118.
  • S. H. Kung, Partial fraction decomposition by division, College Math. J. 37 (2006) 132–134.
  • P. Schultz, An algebraic approach to partial fractions, Two-Year College Math. J. 14 (1983) 346–348.
  • M. R. Spiegel, Partial fractions with repeated linear or quadratic factors, Amer. Math. Monthly 57 (1950) 180–181.
  • J. Wiener, An algebraic approach to partial fractions, College Math. J. 17 (1986) 71–72.

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