Popular and Mathematical Astronomy, with the principal formulæ of Plane and Spherical Trigonometry, for the use of schools |
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... FIND THE LATITUDE FROM THE ALTITUDE OF AN OBJECT ON THE MERIDIAN · Page . 51 · 56 · 63 75 90 93 VII . TO FIND THE LATITUDE FROM AN ALTITUDE OF . THE POLE STAR • • VIII . TO FIND THE LATITUDE FROM AN ALTITUDE OF THE SUN , NEAR THE ...
... FIND THE LATITUDE FROM THE ALTITUDE OF AN OBJECT ON THE MERIDIAN · Page . 51 · 56 · 63 75 90 93 VII . TO FIND THE LATITUDE FROM AN ALTITUDE OF . THE POLE STAR • • VIII . TO FIND THE LATITUDE FROM AN ALTITUDE OF THE SUN , NEAR THE ...
Page
... FIND THE LATITUDE FROM THE ALTITUDE OF AN OBJECT ON THE MERIDIAN • VII . TO FIND THE LATITUDE FROM AN ALTITUDE OF . THE POLE STAR · · VIII . TO FIND THE LATITUDE FROM AN ALTITUDE OF THE SUN , NEAR THE MERIDIAN IX . TO FIND THE TIME AT ...
... FIND THE LATITUDE FROM THE ALTITUDE OF AN OBJECT ON THE MERIDIAN • VII . TO FIND THE LATITUDE FROM AN ALTITUDE OF . THE POLE STAR · · VIII . TO FIND THE LATITUDE FROM AN ALTITUDE OF THE SUN , NEAR THE MERIDIAN IX . TO FIND THE TIME AT ...
Page 93
... FIND THE Latitude froM THE ALTITUDE OF AN OBJECT WHEN ON THE MERIDIAN . H S Fig . 25 . E SZ N Q Let the circle represent the celestial meridian , then Z is the zenith , P is the elevated pole , PS the polar axis of the Earth P produced ...
... FIND THE Latitude froM THE ALTITUDE OF AN OBJECT WHEN ON THE MERIDIAN . H S Fig . 25 . E SZ N Q Let the circle represent the celestial meridian , then Z is the zenith , P is the elevated pole , PS the polar axis of the Earth P produced ...
Page 94
... find the latitude . To find the Greenwich Date from that at the Place of Observation . Since the Sun passes over 15 ° in one hour , we find that in order to convert longitude into time we must divide by 15 . For instance , if we wish to ...
... find the latitude . To find the Greenwich Date from that at the Place of Observation . Since the Sun passes over 15 ° in one hour , we find that in order to convert longitude into time we must divide by 15 . For instance , if we wish to ...
Page 95
... and if the object be the Sun , take out the semi - diameter also ( page 1 of the month ) . 3. Correct the altitude for index error , dip , & c . 4. Find the latitude by the rule already investigated . MATHEMATICAL ASTRONOMY . 95 3 5.
... and if the object be the Sun , take out the semi - diameter also ( page 1 of the month ) . 3. Correct the altitude for index error , dip , & c . 4. Find the latitude by the rule already investigated . MATHEMATICAL ASTRONOMY . 95 3 5.
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Other editions - View all
Popular and Mathematical Astronomy, With the Principal Formulæ of Plane and ... William Thomas Read No preview available - 2022 |
Popular and Mathematical Astronomy, with the Principal Formulae of Plane and ... William Thomas Read No preview available - 2015 |
Common terms and phrases
amplitude appear astronomically axis azimuth BC AC called celestial equator celestial meridian centre comet cos² cos³ cosec declination diameter Dividing Earth east eclipse equal equator find the latitude formula Given AC Greenwich date horizon hour angle hypothenuse index error inferior planets latitude Let ABC light limb log AC longitude luminous mean sun miles minutes Moon Nautical Almanac object oblique-angled triangle observed altitude OD² parallax performing her orbit perpendicular phenomenon plane triangle point of Aries polar distance pole Proposition prove QUESTIONS ON CHAPTER radius refraction right ascension right-angled triangle ABC seen semi-diameter sin a sin sin² sin³ sine and cosine sphere spherical triangle star subtracted Sun's supposed surface tangent telescope True altitude visible westerly meridian distance zenith distance
Popular passages
Page 41 - Aries (the Ram), Taurus (the Bull) Gemini (the Twins), Cancer (the Crab), Leo (the Lion), Virgo (the Virgin), Libra (the Scales), Scorpio (the Scorpion), Sagittarius (the Archer), Capricornus (the Goat), Aquarius (the Water-bearer), and Pisces (the Fishes).
Page 72 - TO THEIR DIFFERENCE ; So IS THE TANGENT OF HALF THE SUM OF THE OPPOSITE ANGLES', To THE TANGENT OF HALF THEIR DIFFERENCE.
Page 124 - ... instrument is out of adjustment in this respect, the direct and reflected images will not coincide, but the reflected image, as the arm moves, will be slightly above or below the direct image. Adjust the horizon-glass so that the two images coincide when the reflected passes the direct in moving the arm. 3. To make the axis of the telescope parallel to the plane of the arc. Prepare two blocks which are equal in height and the same as the height of the center of the telescope above the plane of...
Page 61 - A sin(A + B) = sin A cos B + cos A sin B cos(A + B) = cos A cos B - sin A sin B...
Page 88 - The law of sines states that in any spherical triangle the sines of the sides are proportional to the sines of their opposite angles: sin a _ sin b __ sin c _ sin A sin B sin C...
Page 87 - B . sin c = sin b . sin C cos a = cos b . cos c + sin b . sin c cos b = cos a . cos c + sin a . sin c cos A cos B cos c = cos a . cos b + sin a . sin b . cos C ..2), cotg b . sin c = cos G.
Page 91 - When a ray of light passes from a rarer to a denser medium, it is bent towards the perpendicular, at the point at which it entered.
Page 75 - The sphere may be conceived to be generated by the revolution of a semicircle DAE (fig.
Page 64 - The sines of the sides of a spherical triangle are to each other as the sines of the opposite angles. Let abc (fig.
Page 54 - When you have proved that the three angles of every triangle are equal to two right angles...