Euclidian Geometry |
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Side vii
It has been deemed essential that Problems , though kept distinct from Theorems
, should nevertheless occupy the attention of the beginner as soon as possible ,
and also that the necessity of his having to wade through a long book of ...
It has been deemed essential that Problems , though kept distinct from Theorems
, should nevertheless occupy the attention of the beginner as soon as possible ,
and also that the necessity of his having to wade through a long book of ...
Side viii
The principle of superposition has been made use of whenever possible , as
affording the most convincing proof of equality of geometrical magnitudes . With a
view to facilitating the student ' s progress it has been arranged that , as a rule ...
The principle of superposition has been made use of whenever possible , as
affording the most convincing proof of equality of geometrical magnitudes . With a
view to facilitating the student ' s progress it has been arranged that , as a rule ...
Side xvi
For definitions , see p . 86 . 107 , , 6 , for divides read divide . , 129 , , 1 , add if
possible , let them bisect each other ; , 131 , , 13 , omit to it . » 201 . In the diagram
the diagonal of 0 FB is AC . same xvi.
For definitions , see p . 86 . 107 , , 6 , for divides read divide . , 129 , , 1 , add if
possible , let them bisect each other ; , 131 , , 13 , omit to it . » 201 . In the diagram
the diagonal of 0 FB is AC . same xvi.
Side 3
For if not , if possible let them fall otherwise as AOB , POQ having a common
point 0 , P Then AOB might be turned about one extremity A towards the side on
which OQ is , so as to cut OQ and also OP . Thus two straight lines would enclose
a ...
For if not , if possible let them fall otherwise as AOB , POQ having a common
point 0 , P Then AOB might be turned about one extremity A towards the side on
which OQ is , so as to cut OQ and also OP . Thus two straight lines would enclose
a ...
Side 15
... an angle = one of its adjacent angles it is also = the other , . . if one straight line
is 1 to another , the latter is 1 to the former . Thus each of the arms of a right 2 is 1
to the other . PROPOSITION VII . It is always possible to draw a RIGHT ANGLES .
... an angle = one of its adjacent angles it is also = the other , . . if one straight line
is 1 to another , the latter is 1 to the former . Thus each of the arms of a right 2 is 1
to the other . PROPOSITION VII . It is always possible to draw a RIGHT ANGLES .
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base bisect Cambridge centre chapter chord circle circumference cloth College common complete construction contained Crown 8vo DEFINITION describe diameter difference divided double draw drawn Edition elementary English equal equiangular Examination Examples extremities fall fcap figure former four GEOMETRY given point given straight line Grammar greater Hence illustrations impossible inscribed introduction Join language Latin less magnitudes Master Mathematical meet method Notes opposite parallel parallelogram pass perimeter perpendicular plane polygon possible present principles PROBLEM produced Professor proportional PROPOSITION prove ratio rect rectangle render respectively revised right angles Schools segment selected sides similar Similarly square taken tangent THEOREM third touch TREATISE triangle twice University volume whole
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Side 1 - ON THE ALGEBRAICAL AND NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS.
Side 26 - New Edition. Crown 8vo. $s. KEY TO PLANE TRIGONOMETRY. Crown 8vo. los. 6d. A TREATISE ON SPHERICAL TRIGONOMETRY. New Edition, enlarged. Crown 8vo. 4-?. 6d. PLANE CO-ORDINATE GEOMETRY, as applied to the Straight Line and the Conic Sections. With numerous Examples.
Side 58 - Friends," with briefer Notes. i8mo. 3*. 6d. GREEK TESTAMENT. Edited, with Introduction and Appendices, by CANON WESTCOTT and Dr. FJA HORT. Two Vols. Crown 8vo. [/« the press. HARDWICK — Works by Archdeacon HARDWICK. A HISTORY OF THE CHRISTIAN CHURCH. Middle Age. From Gregory the Great to the Excommunication of Luther. Edited by WILLIAM STUBBS, MA, Regius Professor of Modern History in the University of Oxford. With Four Maps constructed for this work by A. KEITH JOHNSTON.
Side 47 - HISTORICAL OUTLINES OF ENGLISH ACCIDENCE, comprising Chapters on the History and Development of the Language, and on Word-formation.
Side 15 - Prelector of St. John's College, Cambridge. AN ELEMENTARY TREATISE ON MECHANICS. For the Use of the Junior Classes at the University and the Higher Classes in Schools.
Side 63 - A GENERAL SURVEY OF THE HISTORY OF THE CANON OF THE NEW TESTAMENT DURING THE fIRST FOUR CENTURIES. Fourth Edition. With Preface on "Supernatural Religion.
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Side 12 - AN ELEMENTARY TREATISE ON THE LUNAR THEORY, with a Brief Sketch of the Problem up to the time of Newton. Second Edition, revised. Crown 8vo. cloth. 5*. 6d. Hemming. — AN ELEMENTARY TREATISE ON THE DIFFERENTIAL AND INTEGRAL CALCULUS, for the Use; of Colleges and Schools.
Side 157 - The first of four magnitudes is said to have the same ratio to the second, which the third has to the fourth, when any equimultiples whatsoever of the first and third being taken, and any equimultiples whatsoever of the second and fourth ; 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...
Side 31 - ... and the principles on which the observations made with these instruments are treated for deduction of the distances and weights of the bo.iits of the Solar System, and of a few stars, omitting all minutiit of Elementary Class- Books — continued. formulcE, and all troublesome details of calculation.
Bibliografisk informasjon
| Tittel | Euclidian Geometry |
| Forfatter | Francis Cuthbertson |
| Utgiver | Macmillan, 1874 |
| Original fra | Oxford University |
| Digitalisert | 8. sep 2006 |
| Lengde | 349 sider |
| Eksporter sitat | BiBTeX EndNote RefMan |