Examination Papers |
Din interiorul cărții
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Pagina
Every body which moves in any curve line described in a plane , and describes areas proportional to the times of describing them about a point either fixed or moving uniformly in a straight line , by radii.
Every body which moves in any curve line described in a plane , and describes areas proportional to the times of describing them about a point either fixed or moving uniformly in a straight line , by radii.
Pagina
A line parallel to the plane yz intersects the line 2 = 0 , y = 0 and the curve 2 ? + y = a ?, 2 = 0 ; to find the equation to the surface generated . What are the sections when the surface is cut by ( i ) the plane z = h ?
A line parallel to the plane yz intersects the line 2 = 0 , y = 0 and the curve 2 ? + y = a ?, 2 = 0 ; to find the equation to the surface generated . What are the sections when the surface is cut by ( i ) the plane z = h ?
Pagina
dy to find u . ation to the curve for which the a is equal to the rectangle under le sum of the ordinate and abscissa . Differential Calculus . dxn 1. Prove without the binomial series.
dy to find u . ation to the curve for which the a is equal to the rectangle under le sum of the ordinate and abscissa . Differential Calculus . dxn 1. Prove without the binomial series.
Pagina
The tangent at the point d'y ' on the curve f ( x , y ) = ( df df is ( y - 3 ' ) + ( 20 – c ' ) = 0 dac dy a + 2 In the curve yo the ordinate to the a - X = point from which a tangent passes through the origin divides the parameter in ...
The tangent at the point d'y ' on the curve f ( x , y ) = ( df df is ( y - 3 ' ) + ( 20 – c ' ) = 0 dac dy a + 2 In the curve yo the ordinate to the a - X = point from which a tangent passes through the origin divides the parameter in ...
Pagina
Show that the area of a curve referred to rectangular axes is sy.dx , and find the area of the curve 22 whose equation is y2 = a3 + x3 = N.B. - Papers on methods in Conics , & c . , will appear next year . Mental and Moral Philosophy .
Show that the area of a curve referred to rectangular axes is sy.dx , and find the area of the curve 22 whose equation is y2 = a3 + x3 = N.B. - Papers on methods in Conics , & c . , will appear next year . Mental and Moral Philosophy .
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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 |