## Trigonometry Improv'd, and Projection of the Sphere, Made Easy: Teaching the Projection of the Sphere Orthographick, and Stereographick: as Also, Trigonometry Plain and Spherical; with Plain and Intelligible Reasons for the Various and Most Useful Methods, Both in Projection and Calculation; with the Application of the Whole to Astronomy, Dialling, and Geography |

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Trigonometry Improv'd, and Projection of the Sphere, Made Easy: Teaching the ... Henry Wilson Ingen forhåndsvisning tilgjengelig - 2015 |

Trigonometry Improv'd, and Projection of the Sphere, Made Easy: Teaching the ... Henry Wilson Ingen forhåndsvisning tilgjengelig - 2018 |

### Vanlige uttrykk og setninger

15 Degrees 90 Degrees alſo ANALEMMA Arch Aſtronomy Baſe becauſe Caſe Center Chords Compaſſes Complement of Latitude Concluſion croſs cuts the Primitive deſcribe Diameter Diſtance draw the Parallel Draw the Primitive Eaſt or Weſt Ecliptick equal Equator Equinoëtial find the Angle firſt Foot given Angle greateſt Hipothenuſe Horizon inſtanced leſs leſſer let fall Longitude Manſion meaſur'd meaſured Meridian moſt muſt oblique Circle obſerve P R O B L E M Parallel of Declination Perpendicular Plain Pole preſent prime Wertical Primitive Circle Prob Projećtion Proportion lyes Quadrantal Queſtion Radius Reaſon repreſent requir’d right Aſcenſion Right Circle S E C ſaid ſame Secant ſet ſhall Side oppoſite Sine Comp Sine Complement ſolved ſome South Dial Sphere Spherical Geometry Spherical Triangles Spherical Trigonometry Stile ſubſtraćted Sun's Altitude Sun's Azimuth ſuppoſe Tang Tangent Complement theſe thoſe Uſe whoſe

### Populære avsnitt

Side 8 - Then as the sum of the sides is to their difference, so is the tangent of half the sum of the unknown angles to the tangent of half their difference (Theor.

Side 19 - TWo fides and an angle oppofite to one of them being given, To find the third fide and either of the other angles.

Side 74 - Authors reckoned the 3d and 4th, where there are given two Sides and an Angle oppofite to one of them, to find the...

Side 51 - Perpendicular, let it fall from the End of a given Side, and oppofite to a given Angle...

Side 21 - ... the sum of any two sides is to their difference ; so is the tangent of half the sum of the angles opposite there, to the tangent of half their difference.

Side 38 - With the Tangent of the given Angle, and one Foot in the Center defc1 ihe an Arch.

Side 55 - RULE IV. The Tangents of the Sides, are reciprocally Proportional to the Co-fines of the Angles at the Vertex.

Side 30 - Projeftiott the Angles made by the Circles on the Surface of the Sphere are equal to the Angles made by their Reprefentatiyes on the plane of the Projection.

Side 32 - POLE, in spherics, a point equally distant from every part of the circumference of a great circle of the sphere, as the centre is a plane figure ; or it is a point of ninety degrees distant from the plane of a circle, and in a line, called the axis, passing perpendicularly through the centre. The zenith and nadir are the poles of the * horizon ; and the poles of the equator are the same with those of the sphere. POLES of the ecliptic, are two points on the surface of the sphere, 23° 30' distant...

Side 57 - Log-Sines of that half Sum and Remainder, half the Total of thefe four Logarithms is the Sine Complement of half the Angle required.