Introductory Mathematical Analysis

Cover Introductory Mathematical Analysis
Introductory Mathematical Analysis
Winfield Paul Webber
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0810 2. 5231 1. 6229 3. 3642 2. 1639 4. 2052 2. 7049 15 33 8387 5446 6773 0893 5160 6339 3547 1786 1934 7232 57 Dep.
Lat.
Dep.
Lat.
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Lat.
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C/OUTS6.
CoUTSG.
Dist. 1.
Dist. 2.
Dist. 3.
Dist. 4.
Dist. 5.
From this table determine the latitude and departure of a Bourse with bearing 31 10' and length (distance) 413.
SPECIAL INTERPOLATION 115 Determine the latitude and departure of a course with bear- ing 31 10' and length 413.
A surveyor runs a line N. 30 45' E. , distance 243
..., then N. 32 15' W. , distance 214. How far north and how far east or west is he from the starting point?
By use of the traverse table, find the area of a right triangle which has a hypotenuse 534 units in length and an acute angle 59 10'.
A table of logarithmic and natural haversines is indispen- sable in connection with problems in nautical astronomy. Be- low is a portion of such a table.
LOGARITHMIC AND NATURAL HAVERSINES hav 6 = % vers 6 = $ (1 cos 6) = sin 2 6/2.
a.
3" 50 m 57 30'.
3 h 51 m 57 45'.


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