Mathematical Problems and Examples, Arranged According to Subjects, from the Senate-House Examination Papers, 1821 to 1836 InclusiveW.P. Grant, 1836 - 335 sider |
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Side x
... produce of his labours , leaving it to him and his fellow - examiners to affix to each a certain value dependent on its merit , which value is usually expressed in numbers called marks . The number of marks which each question , if ...
... produce of his labours , leaving it to him and his fellow - examiners to affix to each a certain value dependent on its merit , which value is usually expressed in numbers called marks . The number of marks which each question , if ...
Side xi
... produce evils which it is most important to avoid ; constitutional strength would have too great a part in the contest , and might gain for mediocrity a reward intended only for superior acquirements . Our safeguard must be in ...
... produce evils which it is most important to avoid ; constitutional strength would have too great a part in the contest , and might gain for mediocrity a reward intended only for superior acquirements . Our safeguard must be in ...
Side 3
... produced , and a second circle be inscribed in the triangle ; prove that the points where the circles touch the base are equidistant from its extremities , and that the distance between the points where they touch either one of the ...
... produced , and a second circle be inscribed in the triangle ; prove that the points where the circles touch the base are equidistant from its extremities , and that the distance between the points where they touch either one of the ...
Side 48
... also that in the determination of an angle , which is nearly 90 ° , from its loga- rithmic sine , a small error in the logarithmic sine will produce a large error in the angle . 91. Find the sine of 36 ° . Prove the 48 PLANE TRIGONOMETRY .
... also that in the determination of an angle , which is nearly 90 ° , from its loga- rithmic sine , a small error in the logarithmic sine will produce a large error in the angle . 91. Find the sine of 36 ° . Prove the 48 PLANE TRIGONOMETRY .
Side 60
... produced in A corresponding to a given small variation of C. 43. Find the relation between two sides and two angles of a spherical triangle , one of the angles being included by the sides ; and thence deduce the corresponding relation ...
... produced in A corresponding to a given small variation of C. 43. Find the relation between two sides and two angles of a spherical triangle , one of the angles being included by the sides ; and thence deduce the corresponding relation ...
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Mathematical Problems and Examples: Arranged According to Subjects, from the ... University of Cambridge Uten tilgangsbegrensning - 1837 |
Mathematical Problems and Examples: Arranged According to Subjects, from the ... Uten tilgangsbegrensning - 1837 |
Mathematical Problems and Examples: Arranged According to Subjects, From the ... University of Cambridge Ingen forhåndsvisning tilgjengelig - 2023 |
Vanlige uttrykk og setninger
acted altitude angular apply attraction axes axis body centre of force centre of gravity chord circle coefficients cone conic section coordinates curvature cycloid cylinder density described determine diameter direction distance drawn earth eccentricity ecliptic ellipse equal equilibrium Explain Find the equation fixed fluid focus force varying geometrical given angle given point given velocity horizontal plane hyperbola inclined Integrate intersection Investigate latitude latus rectum length lens locus logarithmic longitude meridian moon moon's motion Newton nodes orbit oscillation parabola parallel particle passing perpendicular plane triangle position pressure projected Prop prove quantity ratio rays refraction revolving right angles right ascension roots shew sides sin² sine solid of revolution specific gravity sphere spherical reflector spherical triangle spheroid square straight line string surface tangent Trace the curve true anomaly varies inversely vertex vertical weight
Populære avsnitt
Side 3 - ... cuts the base, the rectangle contained by the sides of the triangle is equal to the rectangle contained by the segments of the base, together with the square on the straight line which bisects the angle.
Side 280 - A cone is a solid figure described by the revolution of a right-angled triangle about one of the sides containing the right angle, which side remains fixed.
Side 126 - If two straight lines meeting one another, be parallel to two straight lines which also meet one another, but are not in the same plane with the first two : the plane which passes through the first two is parallel to the plane passing through the others.
Side 2 - IN right angled triangles, the rectilineal figure described upon the side opposite to the right angle, is equal to the similar and similarly described figures upon the sides containing the right angle...
Side 2 - The angles which one straight line makes with another upon one side of it, are either two right angles, or are together equal to two right angles.
Side 255 - If a body be projected from a given point in a given direction with a given velocity...
Side 4 - If a solid angle be contained by three plane angles, any two of them are greater than the third.
Side 157 - To find the magnitude, direction, and point of application of the resultant of any number of parallel forces acting on a rigid body in one plane.
Side 7 - A and B can do a piece of work in m days, B and C in n days, and C and A in p days. In what time can each alone jjerform the work ? 39.
Side 314 - ... varies inversely as the square of the distance of the particle from the centre.