Examination Papers |
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If the coefficient of triction be , find ( 1 ) the tension of the rope , ( 2 ) the motion of the centre of mass , 3. Prove that the effect of friction ( angle of repose e ) on a screw of angle a is to make the mechanical advantage the ...
If the coefficient of triction be , find ( 1 ) the tension of the rope , ( 2 ) the motion of the centre of mass , 3. Prove that the effect of friction ( angle of repose e ) on a screw of angle a is to make the mechanical advantage the ...
Pagina
A body of 1 lb. is attached to one end of the string yard long , and made to revolve uniformly about the other end as centre ; find the maximum velocity which can be given to the body . Find also the kinetic energy in foot - pounds of ...
A body of 1 lb. is attached to one end of the string yard long , and made to revolve uniformly about the other end as centre ; find the maximum velocity which can be given to the body . Find also the kinetic energy in foot - pounds of ...
Pagina
Define the centres of oscillation and percussion of a rigid body , and shew that they coincide . 2. To find the law of thickness of a vessel of cylindrical bore , in order that when filled with fuid of uniform density , with its axis ...
Define the centres of oscillation and percussion of a rigid body , and shew that they coincide . 2. To find the law of thickness of a vessel of cylindrical bore , in order that when filled with fuid of uniform density , with its axis ...
Pagina
Show that any triangle is self - reciprocal with respect to a circle whose centre is at the orthocentre of the triangle , and show how to find the radius of that circle . 8. The difference of the squares of the tangents from any point ...
Show that any triangle is self - reciprocal with respect to a circle whose centre is at the orthocentre of the triangle , and show how to find the radius of that circle . 8. The difference of the squares of the tangents from any point ...
Pagina
Deduce the equation of the ellipsoid , origin at the centre ; and find the length of a radíus vector drawn in the direction l , m , n . Show that the sum of the squares of the reciprocals of any three radii at right angles is constant .
Deduce the equation of the ellipsoid , origin at the centre ; and find the length of a radíus vector drawn in the direction l , m , n . Show that the sum of the squares of the reciprocals of any three radii at right angles is constant .
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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 |