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... PRACTICAL SCIENCE . ALGEBRA 1 . 1. Solve ( b ) Discuss the question of international trade union-
... PRACTICAL SCIENCE . ALGEBRA 1 . 1. Solve ( b ) Discuss the question of international trade union-
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... Prove that loge ( 1 + x ) = x / 1 x2 / 2 + . when x is numerically less than 1 . Calculate log . 9/10 to five decimal places . FACULTY OF PRACTICAL SCIENCE . TRIGONOMETRY I. 1. The sides Queen's University Examinations : April , 1914 .
... Prove that loge ( 1 + x ) = x / 1 x2 / 2 + . when x is numerically less than 1 . Calculate log . 9/10 to five decimal places . FACULTY OF PRACTICAL SCIENCE . TRIGONOMETRY I. 1. The sides Queen's University Examinations : April , 1914 .
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Queen's University (Kingston, Ont.) FACULTY OF PRACTICAL SCIENCE . TRIGONOMETRY I. 1. The sides of a triangle are 8 " .246 ; 11 " .714 and 9 " .126 . Find : ( a ) The area of the triangle . ( b ) Its circumradius . ( Use contracted ...
Queen's University (Kingston, Ont.) FACULTY OF PRACTICAL SCIENCE . TRIGONOMETRY I. 1. The sides of a triangle are 8 " .246 ; 11 " .714 and 9 " .126 . Find : ( a ) The area of the triangle . ( b ) Its circumradius . ( Use contracted ...
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... ( a ) tan A 2 = cos A 1 + cos A ( b ) If cos1 + sin1√1 - y2 = π . then x + y = 0 . ( c ) sin 2 / 7 + sin 4 / 7 - sin 6π / 7 4 sin 7/7 . sin 3π / 7.sin 5/7 . FACULTY OF PRACTICAL SCIENCE . GEOMETRY I. Candidates may try.
... ( a ) tan A 2 = cos A 1 + cos A ( b ) If cos1 + sin1√1 - y2 = π . then x + y = 0 . ( c ) sin 2 / 7 + sin 4 / 7 - sin 6π / 7 4 sin 7/7 . sin 3π / 7.sin 5/7 . FACULTY OF PRACTICAL SCIENCE . GEOMETRY I. Candidates may try.
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Queen's University (Kingston, Ont.) FACULTY OF PRACTICAL SCIENCE . GEOMETRY I. Candidates may try either 6 or 8 . 1. ( a ) Prove that similar triangles are to one another as the squares on homologous sides . ( b ) Apply this to show ...
Queen's University (Kingston, Ont.) FACULTY OF PRACTICAL SCIENCE . GEOMETRY I. Candidates may try either 6 or 8 . 1. ( a ) Prove that similar triangles are to one another as the squares on homologous sides . ( b ) Apply this to show ...
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