The solutions of the questions in the principles and practice of arithmetic1856 |
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... Geometry , or in any other demonstrative science . A Second Appendix of Miscellaneous Questions , ( many of which have been taken from the Examination Papers given in the University during the last few years , ) has been added to the ...
... Geometry , or in any other demonstrative science . A Second Appendix of Miscellaneous Questions , ( many of which have been taken from the Examination Papers given in the University during the last few years , ) has been added to the ...
Strana
... Geometry and a facility in the common ope- rations of Arithmetic and Algebra . By the Rev. HARVEY GOODWIN , M.A. Late Fellow and Mathematical Lecturer of Gonville and Caius College , Cambridge . An ELEMENTARY COURSE of MATHEMATICS ...
... Geometry and a facility in the common ope- rations of Arithmetic and Algebra . By the Rev. HARVEY GOODWIN , M.A. Late Fellow and Mathematical Lecturer of Gonville and Caius College , Cambridge . An ELEMENTARY COURSE of MATHEMATICS ...
Strana 74
... or , C can reap the field in - 199 1 19 3240 18 3240 79 is the part reaped by D in 1 day ; or , D can reap the field in 3240 19 = days 17018 days . CHAPTER IX . THE APPLICATION OF ARITHMETIC TO GEOMETRY . 74 MISCELLANEOUS QUESTIONS .
... or , C can reap the field in - 199 1 19 3240 18 3240 79 is the part reaped by D in 1 day ; or , D can reap the field in 3240 19 = days 17018 days . CHAPTER IX . THE APPLICATION OF ARITHMETIC TO GEOMETRY . 74 MISCELLANEOUS QUESTIONS .
Strana 75
John Hind. CHAPTER IX . THE APPLICATION OF ARITHMETIC TO GEOMETRY . THE PRACTICE OF LINEAL MEASURE . PAGE 204 . - = ( 1 ) HERE , the square of the hypothenuse 242 + 322 = 576 + 1024 1600 : whence , the hypothenuse = √1600 = 40 feet ...
John Hind. CHAPTER IX . THE APPLICATION OF ARITHMETIC TO GEOMETRY . THE PRACTICE OF LINEAL MEASURE . PAGE 204 . - = ( 1 ) HERE , the square of the hypothenuse 242 + 322 = 576 + 1024 1600 : whence , the hypothenuse = √1600 = 40 feet ...
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... Geometry of Position . 8vo . 16s . 6d . BY W. WHEWELL , D.D. Master of Trinity College , Cambridge . CONIC SECTIONS ; their principal Properties proved Geometrically . Third Edition . 8vo . 2s . 6d . An Elementary TREATISE on MECHANICS ...
... Geometry of Position . 8vo . 16s . 6d . BY W. WHEWELL , D.D. Master of Trinity College , Cambridge . CONIC SECTIONS ; their principal Properties proved Geometrically . Third Edition . 8vo . 2s . 6d . An Elementary TREATISE on MECHANICS ...
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The Solutions of the Questions in the Principles and Practice of Arithmetic John Hind (M.A.) Úplné zobrazenie - 1856 |
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