Introduction to QuaternionsMacmillan and Company, 1882 - 232 |
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... PURE MATHEMATICS 25 MECHANICS 26 TECHNOLOGY . GEOGRAPHY . HISTORY BBAEEE 39 39 40 40 41 41 41 41 42 PHYSICS 28 ART 44 ASTRONOMY 30 HISTORICAL 30 DIVINITY · 45 A GREEK AND LATIN CLASSICS . Elementary Classics ; Classical Series.
... PURE MATHEMATICS 25 MECHANICS 26 TECHNOLOGY . GEOGRAPHY . HISTORY BBAEEE 39 39 40 40 41 41 41 41 42 PHYSICS 28 ART 44 ASTRONOMY 30 HISTORICAL 30 DIVINITY · 45 A GREEK AND LATIN CLASSICS . Elementary Classics ; Classical Series.
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A. S. WALPOLE A. W. VERRALL ALGEBRA ARITHMETIC Assistant Master aßy axis BEGINNERS bisects Cambridge centre chord circle cone CONIC SECTIONS conjugate diameters constant drawn Edited ELEMENTARY TREATISE ellipse ellipsoid ENGLISH equal EXAMPLES Exercises Fcap find the locus G. E. FASNACHT GEOMETRY given lines given point gives GRAMMAR GREEK Hence HISTORY hyperbola Illustrated intersection Introduction and Notes ISAAC TODHUNTER J. P. MAHAFFY LATIN Litt Litt.D LL.D M.A. BOOK M.A. Cr MACMILLAN'S Mathematics middle points parabola parallelepiped parallelogram PRIMER Prof Professor quaternion revised right angles rotation Sapa Saß scalar School shews Spop squares strain tangent plane tetrahedron Translated triangle Trinity College unit vectors values Vaß vector parallel vector perpendicular Vẞy whence yẞ αβγ φρ
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