An Elementary Treatise On Plane Spherical Trigonometry With Their Application
An Elementary Treatise On Plane Spherical Trigonometry With Their Application
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T. XIX 2. 617 2d ang. = 50° 21' tang. 0. 0816 ^f X25"=ll"=cor. T. L 38° cotan. 0. 1072 By Table XII 1' 13" P. L. 2. 1701 47" 2. 3589 Cor. Table XLVIII = 2" 17" — 47' + 17" = V 47".
104] LONGITUDE. 333 True from apparent distance.
15. Calculate the corrections of Tables XLVIII, XLIX, and L, when the apparent distance is G0°, the moon's appa- rent altitude 59°, the planet's apparent altitude 30°, and its horizontal parallax 30/^ Ans. Cor. Table XLVIII = V 2i" XLIX zz:— 2F L — — 18^ 16. Find the ...correction of the table [B. P. 245. ] for the interval of 2^ 30"", and the difference of the Proportional Log- arithms equal to 88.
Ans. 15 ^ 17. If the observed distance were 45° 34' 10", the moon's apparent altitude 22° 19', its horizontal parallax 60' 19", the planet's apparent altitude 42° 12', its horizontal parallax 15". 3 ; what is the true distance.
Solution. L In this case m = 60°12'28" aziz 42° 12' ^a=:51" a'=:42 11 9 &:= 22 19 " ^6 — 53' 31" 6' — 23 12 31 a'+h'= 65 23 40"— N.
What to read after An Elementary Treatise On Plane Spherical Trigonometry With Their Application?
You can find similar books in the "Read Also" column, or choose other free books by Benjamin Peirce to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
T. XIX 2. 617 2d ang. = 50° 21' tang. 0. 0816 ^f X25"=ll"=cor. T. L 38° cotan. 0. 1072 By Table XII 1' 13" P. L. 2. 1701 47" 2. 3589 Cor. Table XLVIII = 2" 17" — 47' + 17" = V 47".
104] LONGITUDE. 333 True from apparent distance.
15. Calculate the corrections of Tables XLVIII, XLIX, and L, when the apparent distance is G0°, the moon's appa- rent altitude 59°, the planet's apparent altitude 30°, and its horizontal parallax 30/^ Ans. Cor. Table XLVIII = V 2i" XLIX zz:— 2F L — — 18^ 16. Find the ...correction of the table [B. P. 245. ] for the interval of 2^ 30"", and the difference of the Proportional Log- arithms equal to 88.
Ans. 15 ^ 17. If the observed distance were 45° 34' 10", the moon's apparent altitude 22° 19', its horizontal parallax 60' 19", the planet's apparent altitude 42° 12', its horizontal parallax 15". 3 ; what is the true distance.
Solution. L In this case m = 60°12'28" aziz 42° 12' ^a=:51" a'=:42 11 9 &:= 22 19 " ^6 — 53' 31" 6' — 23 12 31 a'+h'= 65 23 40"— N.
What to read after An Elementary Treatise On Plane Spherical Trigonometry With Their Application?
You can find similar books in the "Read Also" column, or choose other free books by Benjamin Peirce to read onlineMoreLess
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