The Young Trigonometer's Compleat Guide: Being the Mystery and Rationale of Plane Trigonometry Made Clear and Easy, Band 1J. Noon, 1736 - 328 Seiten |
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Seite x
... Forces and Mc- tion . 263 IV . The Power and Forces of Oblique Percuffion com- pared . 266 V. The Defcent of beavy Bodies on inclined Planes . 268 VI . The Theory of falling Bodies with respect to the Times , Velocities and Spaces ...
... Forces and Mc- tion . 263 IV . The Power and Forces of Oblique Percuffion com- pared . 266 V. The Defcent of beavy Bodies on inclined Planes . 268 VI . The Theory of falling Bodies with respect to the Times , Velocities and Spaces ...
Seite 250
... Force wherewith the Body is projected from any given Point . II . The Direction of the Motion of the projected Body , which is either Parallel to the Horizon , or obliquely inclined thereto , above or beneath it . III . The Amplitude of ...
... Force wherewith the Body is projected from any given Point . II . The Direction of the Motion of the projected Body , which is either Parallel to the Horizon , or obliquely inclined thereto , above or beneath it . III . The Amplitude of ...
Seite 252
... Force of the Powder , confider the Perpendicular Height to which the given Charge of Powder is fufficient to throw the Ball ; and having the Perpendicular Height of any Impetus of the Powder , this may be reprefented by a Right - line ...
... Force of the Powder , confider the Perpendicular Height to which the given Charge of Powder is fufficient to throw the Ball ; and having the Perpendicular Height of any Impetus of the Powder , this may be reprefented by a Right - line ...
Seite 259
... Forces of moving and striking Bodies . I ' N order to understand the Do & trine of Motion , the following Definitions are neceffary to be pre- mifed . Definitions . I. Motion is a continual and fucceffive Change of Place . II . Celerity ...
... Forces of moving and striking Bodies . I ' N order to understand the Do & trine of Motion , the following Definitions are neceffary to be pre- mifed . Definitions . I. Motion is a continual and fucceffive Change of Place . II . Celerity ...
Seite 260
... Force impreffed , or ading on any Body , to change its State , either of Motion or Rest XVII . Gravity is a Force tending downwards , or XVII . 260 Plain Trigonometry , Eighteen Definitions.
... Force impreffed , or ading on any Body , to change its State , either of Motion or Rest XVII . Gravity is a Force tending downwards , or XVII . 260 Plain Trigonometry , Eighteen Definitions.
Häufige Begriffe und Wortgruppen
alfo alſo Altitude Analogy Angle of Incidence Arch Axiom Bafe Baſe becauſe Body Cafe II Cathetus Center Co-Sine Compaffes confequently Conftruction Corol Courſe defcribe Degrees Demonftration Diameter Difference Diſtance Divifions eafy Earth Eclipfe Elevation equal faid fame fecond fhall fhew find the Side firft firſt Flanked Angle folved fome fuch fufficient fuppofe given greateſt Height Hence Hypothenufe Inclination inclined Plane Inftrument Interfection laft Latitude leaft Line of Numbers Logarithms meaſure Meridian Method Miles moft Moon moſt Motion muft muſt obferve Oblique Triangles oppofite Parallax Parallel Perpen Plain Triangles Plain Trigonometry Plane Pofition Point Propofition Purpoſe Quadrant Quantity Radius Rays Reafon refolved Refraction Right Triangles Right-angled Triangle Right-line Scheme Secants Semidiameter Shadow Side BC Sine Sliding Rule Square Tabular Tangent thefe Theor Theorem thereof theſe thofe thoſe thro Triangle ABC True Anomaly uſeful whence whofe
Beliebte Passagen
Seite 35 - As the base or sum of the segments Is to the sum of the other two sides, So is the difference of those sides To the difference of the segments of the base.
Seite 300 - IV. Refraction out of the rarer Medium into the denser, is made towards the Perpendicular; that is, so that the Angle of Refraction be less than the Angle of Incidence. AX. V. The Sine of Incidence is either accurately or very nearly in a given Ratio to the Sine of Refraction.
Seite 8 - ... things equal to one and the fame thing are equal to one another...
Seite 301 - Having given the radius of an arc of any colour in the secondary rainbow, find the ratio of the sine of incidence to the sine of refraction when rays of that colour pass out of air into water.
Seite 31 - Since any arc is less than the tangent, and greater than its sine, and the sine and tangent of a very small arc are nearly equal; it follows, that the arc will...
Seite 69 - ... degrees at the bottom of the page, and the minutes in the right-hand column.
Seite 26 - TT is manifeft that CB is the Sine of the Arc CD, •*• and AB the Cofine thereof; but the Arc CD is the Meafure of the Angle A, and the Complement of the Meafure of the Angle C. Moreover, if AB, in the Figure to...
Seite 25 - The radius is a mean proportional between the tangent and cotangent of any angle ABC.
Seite 34 - So is the Tangent of half the Sum of the oppofite Angles to the Tangent of half their Difference.
Seite 255 - The change of motion is always proportional to the moving force impressed, and is always made according to the right line, in .which that force is impressed.