Plane Trigonometry for the Use of Colleges and Schools: With Numerous Examples |
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A+B+C angle increases angles included angular AP coincides approximately arithmetical progression calculated Cambridge centre circular measure circumscribed circle cloth cos² cos³ cosec cosine cotangent Crown 8vo deduce denote distance draw PM equal equation error example expression factors Fcap formula four right angles given angle given log greater h cot height Hence inscribed circle integer less logarithmic sine number of degrees observed obtain places of decimals plane positive angle positive integer preceding article prove quadrant quantity radius regular polygon right-angled triangle sec² secant Second Edition shew shewn sides Similarly sin A sin sin² sin³ sine sine and cosine subtend suppose Table tabular logarithmic tan-¹ tan² tan³ tangent theorem tower triangle ABC Trigonometrical Functions Trigonometrical Ratios Trinity College unity zero π π
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Page 90 - Suppose a' = n, then x is called the logarithm ofnto 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
Page 279 - 6s. AIRY.—Mathematical Tracts on the Lunar and Planetary Theories. The Figure of the Earth, Precession and Nutation, the Calculus of Variations, and the Undulatory Theory of Optics. By GB AIRY, MA, Astronomer Royal. Fourth Edition, revised and improved. Svo. cloth, 15.'. ARISTOTLE on the Vital Principle.
Page 279 - MA, Fellow of St. John's College, Cambridge, Head-Master of Grantham Grammar School. Crown Svo. cloth, 3s. 6d. BIRKS.—The Difficulties of Belief in connexion with the Creation and the Fall. By THOMAS RAWSON BIRKS, MA, Rector of Kelshall, and EXAMINING CHAPLAIN TO THE LORD BISHOP op CARLISLE, Author of " The Life of the Rev. E. Bickersteth.