Items related to Burnham's arithmetic, revised: a new system of...
- PublisherScholarly Publishing Office, University of Michigan Library
- Publication date2005
- ISBN 10 1425532527
- ISBN 13 9781425532529
- BindingPaperback
- LanguageEnglish
- Number of pages328
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Burnham's arithmetic, revised: a new system of arithmetic, on an improved plan
Published by
Scholarly Publishing Office, University of Michigan Library, 2005
ISBN 10: 1425532527
ISBN 13: 9781425532529
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Burnham's arithmetic, revised Embracing the Rules of Three, Single and Double, Direct and inverse and All Proportional Questions in One Rule the Whole, the Process Greatly Simplified and
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Burnham's arithmetic, revised Embracing the Rules of Three, Single and Double, Direct and inverse and All Proportional Questions in One Rule the Whole, the Process Greatly Simplified and
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Burnham'S Arithmetic, Revised. A New System of Arithmetic, On An Improved Plan: Embracing the Rules of Three, Single and Double, Direct and inverse .
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University of Michigan Library 2006-09, 2006
ISBN 10: 1425532527
ISBN 13: 9781425532529
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Burnham's arithmetic, revised: a new system of arithmetic, on an improved plan
Published by
Scholarly Publishing Office, University of Michigan Library, 2005
ISBN 10: 1425532527
ISBN 13: 9781425532529
New
Softcover
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Burnham'S Arithmetic, Revised. A New System of Arithmetic, On An Improved Plan: Embracing the Rules of Three, Single and Double, Direct and inverse . and All Proportional Questions in One Rule Applicable to the Whole, the Process Greatly Simplified and Abridged. by Charles G. Burnham, A.M.
Published by
University of Michigan Library, 2005
ISBN 10: 1425532527
ISBN 13: 9781425532529
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Burnham'S Arithmetic, Revised. A New System of Arithmetic, On An Improved Plan: Embracing the Rules of Three, Single and Double, Direct and inverse .
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University Of Michigan Press Sep 2006, 2006
ISBN 10: 1425532527
ISBN 13: 9781425532529
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Burnham\ S Arithmetic, Revised. A New System of Arithmetic, On An Improved Plan: Embracing the Rules of Three, Single and Double, Direct and inverse .
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