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De Integralibus Quibusdam Inventu Difficillimis, Leonhard Euler

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Solution Succincta Et Elegans Problematis, Quo Quaeruntur Tres Numeri Tales, Ut Tam Summae Quam Differentiae Binorum Sint Quadrata, Leonhard Euler

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Analysis Facilis Aequationem Riccatianam Per Fractionem Continuam Resolvendi, Leonhard Euler

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Methodus Succincta Summas Serierum Infinitarum Per Formulas Differentiales Investigandi, Leonhard Euler

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De Fractionibus Continuis Wallisii, Leonhard Euler

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Investigatio Quadrilateri, In Quo Singularum Angulorum Sinus Datam Inter Se Teneant Rationem, Ubi Artificia Prorsus Singularia In Analysi Diophantea Occurrunt, Leonhard Euler

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De Divisoribus Numerorum In Forma Mxx+Nyy Contentorum, Leonhard Euler

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De Seriebus Memorabilibus, Quibus Sinus Et Cosinus Angulorum Multiplorum Exprimere Licet, Leonhard Euler

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Geometrica Et Sphaerica Quaedam, Leonhard Euler

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Regula Facilis Problemata Diophantea Per Numeros Integros Expedite Resolvendi, Leonhard Euler

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De Lineis Curvis Non In Eodem Plano Sitis, Quae Maximi Minimive Proprietate Sunt Praeditae, Leonhard Euler

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Observationes Circa Fractiones Continuas In Hac Forma Contentas S = N/(1+(N+1)/(2+(N+2)/(3+(N+3)/(4+Etc.)))), Leonhard Euler

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Dilucidationes In Capita Postrema Calculi Mei Differentalis De Functionibus Inexplicabilibus, Leonhard Euler

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De Serie Maxime Memorabili, Qua Potestas Binomialis Quaecunque Exprimi Potest, Leonhard Euler

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David Bolten Mathematics Exercise Book, 1812, David Bolten

Charles R. Roberts and Walter E. Boyer Collections

David Bolten of Montgomery County, Pennsylvania, created this handwritten arithmetic exercise book in March, 1812. It contains problems and solutions under the headings of compound addition, subtraction, multiplication and division. Applications, examples, cases and rules are included throughout the book. Examples include measurement of time, land and cloth as well as liquid and dry measurements. Also included is a section of problems on reduction, or the conversion of sums of money to other denominations.

The book was originally handed down to David A. Huber, the great-great-grandson of Bolten. David Bolten was married to Julia Schoener Bolten (1797-1881), buried in Niantic, …

Solutio Quaestionis Curiosae Ex Doctrina Combinationum, Leonhard Euler

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De Transformatione Functionum Duas Variabiles Involventium Dum Earum Loco Aliae Binae Variabiles Introducuntur, Leonhard Euler

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De Insigni Paradoxo, Quod In Analysi Maximorum Et Minimorum Occurrit, Leonhard Euler

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Integratio Aequationis Differentialis Huius Dy + Yy Dx = (A Dx)/(A+2Bx+Cxx)2, Leonhard Euler

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De Summatione Serierum In Hac Forma Contentarum A/1 + A2/4 + A3/9 + A4/16 + A5/25 + A6/36 + Etc., Leonhard Euler

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Solutio Facilior Problematis Diophantei Circa Triangulum, In Quo Rectae Ex Angulis Latera Opposita Bisecantes Rationaliter Exprimantur, Leonhard Euler

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Solutio Problematis Ob Singularia Calculi Artivicia Memorabilis, Leonhard Euler

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Solutio Facilis Problematis, Quo Quaeritur Sphaera, Quae Datas Quatuor Sphaeras Utcunque Dispositas Contingat, Leonhard Euler

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Solutio Completa Problematis De Quadrisectione Trianguli Per Duas Rectas Inter Se Normales, Leonhard Euler

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De Resolutione Fractionum Compositarum In Simpliciores, Leonhard Euler

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Dilucidationes Super Problemate Geometrico De Quadrisectione Trianguli A Iacobo Bernoulli Olum Tractato, Leonhard Euler

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Recherches Sur Quelques Intégrations Remarquables Dans L'Analyse Des Fonctions À Deux Variables Connues Sous Le Nom De Différences Partielles, Leonhard Euler

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Illustratio Paradoxi Circa Progressionem Numerorum Idoneorum Sive Congruorum, Leonhard Euler

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Demonstratio Insignis Theorematis Numerici Circa Uncias Potestatum Binomialium, Leonhard Euler

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Accuratior Evolutio Problematis De Linea Brevissima In Superficie Quacunque Ducenda, Leonhard Euler

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