Examination Papers |
Din interiorul cărții
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Pagina
( a ) Prove by rotating a line that the sum of the in- ternal angles of a triangle is a straight angle . ( b ) The angle between the external bisector of B and the side AC is one - half the difference between the angles A and C. 9.
( a ) Prove by rotating a line that the sum of the in- ternal angles of a triangle is a straight angle . ( b ) The angle between the external bisector of B and the side AC is one - half the difference between the angles A and C. 9.
Pagina
( a ) Prove by rotating a line that the sum of the internal angles of a triangle is a straight angle . ( b ) The angle between the external bisector of < B and the side AC is one - half the difference between the angles A and C. 9.
( a ) Prove by rotating a line that the sum of the internal angles of a triangle is a straight angle . ( b ) The angle between the external bisector of < B and the side AC is one - half the difference between the angles A and C. 9.
Pagina
( a ) Draw a diagram and illustrate therefrom what is meant by the tangent , the sine , the cosine , and the secant of an angle . ( b ) Show that the tangents of three angles of a quad- rangle cannot be 1 , 2 , 3 . 5.
( a ) Draw a diagram and illustrate therefrom what is meant by the tangent , the sine , the cosine , and the secant of an angle . ( b ) Show that the tangents of three angles of a quad- rangle cannot be 1 , 2 , 3 . 5.
Pagina
Given two adjacent sides and an angle of a parallelo- gram , find the lengths of the diagonals , and also the tan- gent of the angle which a diagonal makes with the side . 7. ( a ) Prove that the diameters of a tetrahedron bisect one ...
Given two adjacent sides and an angle of a parallelo- gram , find the lengths of the diagonals , and also the tan- gent of the angle which a diagonal makes with the side . 7. ( a ) Prove that the diameters of a tetrahedron bisect one ...
Pagina
( a ) Draw a diagram and illustrate therefrom what is meant by the langent , the sine , the cosine , and the secant of an angle . ( 6 ) Show that the tangents of three angles of a quadrangle cannot be 1 , 2 , 3 . 5.
( a ) Draw a diagram and illustrate therefrom what is meant by the langent , the sine , the cosine , and the secant of an angle . ( 6 ) Show that the tangents of three angles of a quadrangle cannot be 1 , 2 , 3 . 5.
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Informații bibliografice
| Titlu | Examination Papers |
| Autor | Queen's University (Kingston, Ont.) |
| Publicată | 1898 |
| Exemplar original de la | Universitatea Harvard |
| Scanată la | 8 mai 2007 |
| Exportă citatul | BiBTeX EndNote RefMan |