Yale Examination PapersGinn & Heath, 1884 - 175 σελίδες |
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Σελίδα
F. B. Stevens. Afw ALGEBRA • ARITHMETIC CAESAR • CICERO CONTENTS . ENGLISH GRAMMAR GEOGRAPHY GEOMETRY . GREEK AT SIGHT . GREEK GRAMMAR AND COMPOSITION GREEK HISTORY GREEK PROSE · HISTORY OF UNITED STATES HOMER · LATIN AT SIGHT LATIN ...
F. B. Stevens. Afw ALGEBRA • ARITHMETIC CAESAR • CICERO CONTENTS . ENGLISH GRAMMAR GEOGRAPHY GEOMETRY . GREEK AT SIGHT . GREEK GRAMMAR AND COMPOSITION GREEK HISTORY GREEK PROSE · HISTORY OF UNITED STATES HOMER · LATIN AT SIGHT LATIN ...
Σελίδα
... Geometry : Euclid , book first , and the first 33 exercises thereon in Tod- hunter's edition ; or , the first four books in other geometries , with the above exercises . Latin Grammar . Cæsar : Four books of the Gallic war , or two ...
... Geometry : Euclid , book first , and the first 33 exercises thereon in Tod- hunter's edition ; or , the first four books in other geometries , with the above exercises . Latin Grammar . Cæsar : Four books of the Gallic war , or two ...
Σελίδα 10
... 1 1+ 4+ 1 9. Convert into an infinite series by the Method V1 + x2 of Indeterminate Coefficients , or by the Binomial Theorem . 10. Insert three geometrical means between and 128 . GEOMETRY . 1876 . ( EUCLID . ) 1. To 10 ALGEBRA .
... 1 1+ 4+ 1 9. Convert into an infinite series by the Method V1 + x2 of Indeterminate Coefficients , or by the Binomial Theorem . 10. Insert three geometrical means between and 128 . GEOMETRY . 1876 . ( EUCLID . ) 1. To 10 ALGEBRA .
Σελίδα 11
... , the third side of the first triangle is greater than the third side of the second . 2. If the diagonals of a quadrilateral bisect each other , the figure is a parallelogram . 3. Through any three points , not in the same GEOMETRY . 11.
... , the third side of the first triangle is greater than the third side of the second . 2. If the diagonals of a quadrilateral bisect each other , the figure is a parallelogram . 3. Through any three points , not in the same GEOMETRY . 11.
Σελίδα 12
... of the base , the sum of the squares of the other two sides is equivalent to twice the square of the bisecting line , together with twice the square of half the base . 1878 . ( EUCLID . ) 1. If a straight 12 GEOMETRY .
... of the base , the sum of the squares of the other two sides is equivalent to twice the square of the bisecting line , together with twice the square of half the base . 1878 . ( EUCLID . ) 1. If a straight 12 GEOMETRY .