Examination Papers |
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If a chord be drawn from the point of contact of a tangent line to a circle the angles between the chord and line are equal to those contained in the alternate segments into which the chord divides the circle . Tangents are drawn at the ...
If a chord be drawn from the point of contact of a tangent line to a circle the angles between the chord and line are equal to those contained in the alternate segments into which the chord divides the circle . Tangents are drawn at the ...
Pagina
A circle is inscribed in an equilateral triangle , and a second circle to touch the first and two sides ot the triangle , and a third circle to touch the second circle and the same two sides , and so on ad inf .
A circle is inscribed in an equilateral triangle , and a second circle to touch the first and two sides ot the triangle , and a third circle to touch the second circle and the same two sides , and so on ad inf .
Pagina
If four points be taken on a circle the three products of the perpendiculars from any fifth point on the circle to the six determined lines taken in pairs are equal . The feet of the perpendiculars from any point on a circle to the ...
If four points be taken on a circle the three products of the perpendiculars from any fifth point on the circle to the six determined lines taken in pairs are equal . The feet of the perpendiculars from any point on a circle to the ...
Pagina
Show that any triangle is self - reciprocal with respect to a circle whose centre is at the orthocentre of the ... The difference of the squares of the tangents from any point to two circles is equal to twice the rectangle under the ...
Show that any triangle is self - reciprocal with respect to a circle whose centre is at the orthocentre of the ... The difference of the squares of the tangents from any point to two circles is equal to twice the rectangle under the ...
Pagina
Find the condition under which it denotes two straight lines ? 5. The line y = mx + h is to touch the circle p2 = 0 ) Find its equation by eliminating ( 1 ) h , ( 2 ) m , ( 3 ) both h and m . 6.
Find the condition under which it denotes two straight lines ? 5. The line y = mx + h is to touch the circle p2 = 0 ) Find its equation by eliminating ( 1 ) h , ( 2 ) m , ( 3 ) both h and m . 6.
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Termeni și expresii frecvente
acid action angle answer axes body causes centre characters chemical chief circle Compare conic curve Define denotes Describe determine Discuss Distinguish doctrine drawn effects English equal equation Examine Explain expression face force formula French fully German Give given Greek idea illustrate Italy Junior king Latin lead length mass means meant Mention methods Name nature night objections Obtain organs origin Parse pass period Philosophy plane plants prepared present pressure principal properties Prove reasons regard relation respect roots SECOND PAPER Senior short Show sides sight Sketch square substances syntax tangent theory THIRD PAPER tion Trace Translate triangle verbs vertical views weight Write Write notes δε εν και μεν τε
Informații bibliografice
| Titlu | Examination Papers |
| Autor | Queen's University (Kingston, Ont.) |
| Publicată | 1886 |
| Exemplar original de la | Universitatea Harvard |
| Scanată la | 9 mai 2007 |
| Exportă citatul | BiBTeX EndNote RefMan |