Class lessons on Euclid1882 |
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Side 8
... less than a right angle . ' 6 OF FIGURES . 13. A term or boundary is the extremity of anything . ' 14. A figure is that which is enclosed by one or more boundaries . ' 15. A circle is a plane figure contained by one line called the ...
... less than a right angle . ' 6 OF FIGURES . 13. A term or boundary is the extremity of anything . ' 14. A figure is that which is enclosed by one or more boundaries . ' 15. A circle is a plane figure contained by one line called the ...
Side 10
... less than a right angle may contain any number of degrees less than 90 ; an obtuse angle , being greater than a right angle , may contain any number of degrees between 90 and 180 . OF RECTILINEAL FIGURES . You will readily see that ...
... less than a right angle may contain any number of degrees less than 90 ; an obtuse angle , being greater than a right angle , may contain any number of degrees between 90 and 180 . OF RECTILINEAL FIGURES . You will readily see that ...
Side 13
... less than two right angles , these straight lines being con- tinually produced , shall at length meet upon that side on which are the angles which are together less than two right angles . ' THE AXIOMS . We next have a list of nine ...
... less than two right angles , these straight lines being con- tinually produced , shall at length meet upon that side on which are the angles which are together less than two right angles . ' THE AXIOMS . We next have a list of nine ...
Side 20
... less . ' The в given lines may , or may not , be drawn from one point . First , supposing that they are , take any point A , and from it draw two straight lines AB and AD , of which let AD be the shorter . Here we can at once apply our ...
... less . ' The в given lines may , or may not , be drawn from one point . First , supposing that they are , take any point A , and from it draw two straight lines AB and AD , of which let AD be the shorter . Here we can at once apply our ...
Side 21
... less . Cons . - Make line AD = C ( I. 2 ) . Draw circle DEF , cutting AB at E. Proof . - AE AD C ( def . 15 , = = cons . ax . 1 ) . B E F C Α D This proposition concludes the first group of problems , by which we have learnt to do three ...
... less . Cons . - Make line AD = C ( I. 2 ) . Draw circle DEF , cutting AB at E. Proof . - AE AD C ( def . 15 , = = cons . ax . 1 ) . B E F C Α D This proposition concludes the first group of problems , by which we have learnt to do three ...
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Vanlige uttrykk og setninger
&c.-Q.E.D. PROPOSITION ABCD alternate angles angle ABC angle ACB angles are equal angles equal base BC bisected Cheaper Edition circle cons construction Demy 8vo diameter enunciation equal bases equal in area equal sides equal triangles equilateral triangle Euclid exterior Fcap Frontispiece given angle given line given point given straight line given triangle gnomon gram half the line Illustrations interior and opposite interior angles isosceles triangle Join line equal meet opposite angles opposite sides parallelogram perpendicular Poems problem produced proof Prop rectangle contained rhombus right angles right-angled triangle Second Edition sides equal Small crown 8vo square on AC square on half SUMMARY OF PROPOSITION THEOREM Third Edition Translated triangle ABC triangles are equal twice the rect twice the rectangle vertical angle vols Wherefore whole line
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Side 19 - Ezra, Nehemiah, and Esther. By Rev. Canon G. RAWLINSON, MA With Homilies by Rev. Prof. JR THOMSON, MA, Rev. Prof. RA REDFORD, LL.B., MA, Rev. WS LEWIS, MA, Rev. JA MACDONALD, Rev. A. MACKENNAL, BA, Rev. W. CLARKSON, BA, Rev. F. HASTINGS, Rev. W. DINWIDDIE, LL.B., Rev. Prof. ROWLANDS, BA, Rev. G. WOOD, BA, Rev. Prof. PC BARKER, MA, LL.B., and the Rev.
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Side 10 - HAWEIS, Rev. HR, MA— Current Coin. Materialism— The Devil — Crime — Drunkenness — Pauperism — Emotion — Recreation —The Sabbath.
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Side 6 - The Doctrine of Last Things contained in the New Testament compared with the Notions of the Jews and the Statements of Church Creeds.
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