Examination Papers |
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State the conditions under which the equation ax2 + by® + 2hxy + 2fy +298 + c = 0 denotes each of the conic sections , axes rectangular . Find the condition under which it denotes two straight lines ? 5. The line y = mx + h is to touch ...
State the conditions under which the equation ax2 + by® + 2hxy + 2fy +298 + c = 0 denotes each of the conic sections , axes rectangular . Find the condition under which it denotes two straight lines ? 5. The line y = mx + h is to touch ...
Pagina
Prove that the polar equation to any conic is 1 where l is the latus rectum . 1 7. Develope the equation of a tangent to an Ellipse or Ilyperbola , ( a ) in terins of the angle which it makes 2p = 1 + e cos 0 with the x - axis ...
Prove that the polar equation to any conic is 1 where l is the latus rectum . 1 7. Develope the equation of a tangent to an Ellipse or Ilyperbola , ( a ) in terins of the angle which it makes 2p = 1 + e cos 0 with the x - axis ...
Pagina
Write the cqnation of a normal to the ellipse , and show that the length of normal intercepted between the 6 curve and the x - axis is Vtif , when fi fu are focal distances . 10. Show how the various conic sections may be obtained from ...
Write the cqnation of a normal to the ellipse , and show that the length of normal intercepted between the 6 curve and the x - axis is Vtif , when fi fu are focal distances . 10. Show how the various conic sections may be obtained from ...
Pagina
+ ( in3 ) 2 = ( ny ) " denotes a conic with respect to which a = 0 , B = 0 , y = 0 , are the sides of a self - conjugate triangle . 10. If three conics have each double contact with a fourth their six chords of intersection form ...
+ ( in3 ) 2 = ( ny ) " denotes a conic with respect to which a = 0 , B = 0 , y = 0 , are the sides of a self - conjugate triangle . 10. If three conics have each double contact with a fourth their six chords of intersection form ...
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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 |