Elementary AlgebraRivingtons, 1870 - Algebra |
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James Hamblin Smith. RIVINGTONS London Orford Cambridge Waterloo Place High Street Trinity Street.
James Hamblin Smith. RIVINGTONS London Orford Cambridge Waterloo Place High Street Trinity Street.
Page 195
... street , and when turned about its foot , just reaches a window on the other side . If the 24 two positions of the ladder be at right angles to each other and the heights of the windows be 36 and 27 feet respectively , find the width of ...
... street , and when turned about its foot , just reaches a window on the other side . If the 24 two positions of the ladder be at right angles to each other and the heights of the windows be 36 and 27 feet respectively , find the width of ...
Page 3
... Street , Oxford ; Trinity Street , Cambridge A 2 Rivington's School and College List Aristophanis Comoediae . Edited by.
... Street , Oxford ; Trinity Street , Cambridge A 2 Rivington's School and College List Aristophanis Comoediae . Edited by.
Page 11
... Street , Oxford ; Trinity Street , Cambridge Rivington's School and College List The First German Book ;
... Street , Oxford ; Trinity Street , Cambridge Rivington's School and College List The First German Book ;
Page 13
... Street , Oxford ; Trinity Street , Cambridge 14 Rivington's School and College List A Greek Primer for.
... Street , Oxford ; Trinity Street , Cambridge 14 Rivington's School and College List A Greek Primer for.
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added Addition Algebra arithmetic arranged Book called Cambridge coefficient combinations common contains cost cube denominator denote determine difference digits Divide Dividend divisible divisor Edition English equal equation examples Expand explained expression factors Find the number Find the value five four fourth fraction give given greater Greek Hence Insert integer involving less letters List logarithms means method miles Multiply negative NOTE obtain operation original Oxford Page Pall Mall permutations positive proceed Progression prove quantity quotient ratio remainder represent respectively result rules scale shew shillings sides Simplify solve the equations square root stands subtract suppose surds symbol things taken third tion unit unknown whole written
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Page 21 - College and Rector of St. Botolph's, and the Rev. WJ Beamont, MA, late Fellow of Trinity College, Cambridge. With a Preface by the lord Bishop of Ely.
Page 28 - An Analysis of the Exposition of the Creed, written by the Right Rev. Father in God, JOHN PEARSON, DD, late Lord Bishop of Chester. Compiled, with some additional matter occasionally interspersed, for the use of the Students of Bishop's College, Calcutta, by WH MILL, DD late Principal of Bishop's College, and Regius Professor of Hebrew in the University of Cambridge.
Page 15 - HORATI OPERA, Edited by JM MARSHALL, MA Fellow and late Lecturer of Brasenose College, Oxford ; one of the Masters in Clifton College.
Page 5 - Greek and English Testament, in parallel columns on the same page. Edited by J. SCHOLEFIELD, MA late Regius Professor of Greek in the University. New Edition, with the marginal references as arranged and revised by DR SCRIvENER, js.
Page 2 - The Greek Testament. With a Critically Revised Text ; a Digest of Various Readings ; Marginal References to Verbal and Idiomatic Usage ; Prolegomena ; and a Critical and Exegetical Commentary. For the use of Theological Students and Ministers. By HENRY ALFORD, DD, late Dean of Canterbury.
Page 253 - ... if the multiple of the first be less than that of the second, the multiple of the third is also less than that of the fourth ; or, if the multiple of the first be equal to that of the second, the multiple of the third is also equal to that of the fourth ; or, if the multiple of Book V.
Page 28 - The THEATRE of the GREEKS. A series of Papers relating to the History and Criticism of the Greek Drama.
Page 328 - A number is divisible by 11 if the difference between the sum of the digits in the even places and the sum of the digits in the odd places is either 0 or a multiple of 11.
Page 292 - Recall the general formula for the number of combinations of n different things taken r at a time, C(n,r) n\ r!(nr)!
Page 328 - Suppose that a*=n, then x is called the logarithm of n to the base a : thus the logarithm of a number to a given base is the index of the power to which the base must be raised to be equal to the number. The logarithm of n to the base a is written log.