Treatise On Plane And Spherical Trigonometry
Treatise On Plane And Spherical Trigonometry
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v^r / NARVARD COLLESl LIBRARY QirT or «tOIIQt ARTHUR PLIMPTON iANUARY 25, 1924 Entered according to Act of Congress, in tor /ear 1850, by William CHAUTSirBTy in the Clerk's Office of the District Court of the Eastern District of Pennsylvania.
PREFACE.
I HAVE in this treatise endeavored to arrange a course of trigonometrical study sufficiently extensive to enable the student to comprehend readily any ^ applications of trigonometry he may meet with in the. works of the best modem mathemati...cians. With this object, some topics have been introduced which are not usually found in works devoted specially to this subject.
Among those topics, the most important is the solution of the general spherical triangle, or the triangle whose sides and angles are not limited, according to the usual practice, to values less than 180°. The advantage of introducing such triangles into astronomical investigations is sufficiently shown in the applications made of them in the works of Bessel and other German mathematicians; and especially in the TJieorkL Motua Corporum Coelestium of Gauss, who was the first to suggest their employment.
What to read after Treatise On Plane And Spherical Trigonometry?
You can find similar books in the "Read Also" column, or choose other free books by William Chauvenet to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
v^r / NARVARD COLLESl LIBRARY QirT or «tOIIQt ARTHUR PLIMPTON iANUARY 25, 1924 Entered according to Act of Congress, in tor /ear 1850, by William CHAUTSirBTy in the Clerk's Office of the District Court of the Eastern District of Pennsylvania.
PREFACE.
I HAVE in this treatise endeavored to arrange a course of trigonometrical study sufficiently extensive to enable the student to comprehend readily any ^ applications of trigonometry he may meet with in the. works of the best modem mathemati...cians. With this object, some topics have been introduced which are not usually found in works devoted specially to this subject.
Among those topics, the most important is the solution of the general spherical triangle, or the triangle whose sides and angles are not limited, according to the usual practice, to values less than 180°. The advantage of introducing such triangles into astronomical investigations is sufficiently shown in the applications made of them in the works of Bessel and other German mathematicians; and especially in the TJieorkL Motua Corporum Coelestium of Gauss, who was the first to suggest their employment.
What to read after Treatise On Plane And Spherical Trigonometry?
You can find similar books in the "Read Also" column, or choose other free books by William Chauvenet to read onlineMoreLess
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