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Article Supplement: Textbook Pages

This document is a supplement for the paper:

Geo↵rey D. Dietz, “What is So Negative About Negative Ex-ponents?,” Journal of Humanistic Mathematics, Volume 4 Is-sue 1 (January 2014), pages 124–135. Available at: http://

scholarship.claremont.edu/jhm/vol4/iss1/8.

Several pages of the textbooks sampled in that study are displayed below. Theauthor of the accompanying paper sought and was granted permission to in-clude this material in his article.

In particular Displays 13–19 are included with the permission of the HoughtonMi✏in Harcourt Publishing Company.

Individuals or entities wishing to use any of this material are kindly requestedto contact the respective publishers for permission.

Display 1: Colburn (1825), no known copyright restrictions.

Display 2: Colburn (1825), no known copyright restrictions.

Display 3: Colburn (1825), no known copyright restrictions.

Display 4: Thomson (1844), no known copyright restrictions.

Display 5: Thomson (1844), no known copyright restrictions.

Display 6: Milne (1892), no known copyright restrictions.

Display 7: Beman-Smith (1902), no known copyright restrictions.

Display 8: Beman-Smith (1902), no known copyright restrictions.

Display 9: Wentworth (1906), no known copyright restrictions.

Display 10: Myers (1907), no known copyright restrictions.

Display 11: Hart (1943), no known copyright restrictions.

Display 12: Hart (1943), no known copyright restrictions.

Display 13: Dolciani, et. al. (1963). From MODERN ALGEBRA ANDTRIGONOMETRY: STRUCTURE AND METHOD, Book 2, Student Edi-tion, by Dolciani, et al. Copyright 1963 by Houghton Mi✏in Company. Allrights reserved. Used by permission of Houghton Mi✏in Harcourt PublishingCompany. Any further use is strictly prohibited unless written permission isobtained from Houghton Mi✏in Harcourt Publishing Company.

Display 14: Dolciani, et. al. (1963). From MODERN ALGEBRA ANDTRIGONOMETRY: STRUCTURE AND METHOD, Book 2, Student Edi-tion, by Dolciani, et al. Copyright 1963 by Houghton Mi✏in Company. Allrights reserved. Used by permission of Houghton Mi✏in Harcourt PublishingCompany. Any further use is strictly prohibited unless written permission isobtained from Houghton Mi✏in Harcourt Publishing Company.

Display 15: Dolciani, et. al. (1977). From MODERN ALGEBRA ANDTRIGONOMETRY: STRUCTURE AND METHOD, Book 2, Student Edi-tion, by Dolciani, et al. Copyright 1977 by Houghton Mi✏in Company. Allrights reserved. Used by permission of Houghton Mi✏in Harcourt PublishingCompany. Any further use is strictly prohibited unless written permission isobtained from Houghton Mi✏in Harcourt Publishing Company.

Display 16: Dolciani, et. al. (1977). From MODERN ALGEBRA ANDTRIGONOMETRY: STRUCTURE AND METHOD, Book 2, Student Edi-tion, by Dolciani, et al. Copyright 1977 by Houghton Mi✏in Company. Allrights reserved. Used by permission of Houghton Mi✏in Harcourt PublishingCompany. Any further use is strictly prohibited unless written permission isobtained from Houghton Mi✏in Harcourt Publishing Company.

Display 17: Dolciani, et. al. (2000). From ALGEBRA: STRUCTURE ANDMETHOD, Book 1, Student Edition, by Dolciani, et al. Copyright 2000by McDougal Littell. All rights reserved. Used by permission of HoughtonMi✏in Harcourt Publishing Company. Any further use is strictly prohib-ited unless written permission is obtained from Houghton Mi✏in HarcourtPublishing Company.

Display 18: Dilley (1987). From HEATH ALGEBRA 2 WITH TRIGONOM-ETRY, Student Edition, by Dilley, et al. Copyright 1987 by D.C. Heath andCompany. All rights reserved. Used by permission of Houghton Mi✏in Har-court Publishing Company. Any further use is strictly prohibited unlesswritten permission is obtained from Houghton Mi✏in Harcourt PublishingCompany.

Display 19: Saxon (1997). From ALGEBRA 2: AN INCREMENTAL DE-VELOPMENT, Student Edition, by Saxon. Copyright 1991 by HMH Supple-mental Publishers, Inc. All rights reserved. Used by permission of HoughtonMi✏in Harcourt Publishing Company. Any further use is strictly prohib-ited unless written permission is obtained from Houghton Mi✏in HarcourtPublishing Company.

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