 | Silvestre François Lacroix - 1816 - 762 páginas
...modulus equal to — This equation, therefore, belongs to a logarithmic 1 a curve. 102. The Cycloid, or the curve described by a point in the circumference of a circle, while the circle itself rolls upon a right Jine given in position, is another transcendental curve... | |
 | John Playfair - 1822 - 458 páginas
...problems, well calculated to exercise the proficients in the geometry of indivisibles, or of infinites. It is the curve described by a point in the circumference of a circle, while the circle itself rolls in a straight line along a plane. It is not quite certain when this curve,... | |
 | 1824 - 1008 páginas
...problems, well calculated to exercise the proficients in the geometry of indivisibles, or of infinites. It is the curve described by a point in the circumference of a circle, while the circle itself rolls in a straight line along a plane. It is not quite certain when this curve,... | |
 | Peter Nicholson - 1825 - 1046 páginas
...problems, well calculated to exercise the proficients in the geometry of indivisibles, or of infinites. It is the curve described by a point in the circumference of a circle, while the circle itself rolls in a straight line along a plane. It is not quite certain when this curve,... | |
 | Thomas Grainger Hall - 1834 - 394 páginas
...1ГЗ) 1Г Here JQ « — , and NP = sin AQ ; . тга; . .'. у = sm — is the equation. 111. The Cycloid is the curve described by a point in the circumference of a circle, which is made to roll along a horizontal line. Let BQD be the circle, О the centre ; and when its... | |
 | 1836 - 488 páginas
...pendulum is a body suspended by a right line from any point, moving freely about that point as a center. A cycloid is the curve described by a point in the...of a circle rolling in a straight line on a plane. The times of vibration of pendulums of different lengths acted upon by different accelerative forces,... | |
 | Denison Olmsted - 1838 - 376 páginas
...necessary to become acquainted with a few of the leading properties of the curve called the Cycloid.* A Cycloid is the curve described by a point in the...of a circle rolling in a straight line on a plane. Let the circle AHB make one revolution upon the line CAX, equal to its circumference; the curve line... | |
 | Jacob Bigelow - 1840 - 424 páginas
...curves produced by cutting across a cone, in different directions. Cupreous, containing copper. Cycloid, the curve described by a point in the circumference of a circle, while the circle rolls along a straight liue. Cylinder, a figure with circular ends and straight, parallel... | |
 | Jacob Bigelow - 1840 - 418 páginas
...curves produced by cutting across a cone, in different directions. Cupreous, containing copper. Cycloid, the curve described by a point in the circumference of a circle, while the circle rolls along a straight line. Cylinder, a figure with circular ends and straight, parallel... | |
 | Denison Olmsted - 1844 - 618 páginas
...vacuum, round a perfectly smooth axis of suspension. A Cycloid is the curve described by a point in tine circumference of a circle rolling in a straight line on a plane. Let the circle AHB (Fig. 114) make one revolution upon the line CAX, equal to its circumference ; the... | |
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The Cycloid. The cycloid is the curve described by a point in the circumference of a circle rolling in a straight line. 
