Plane Trigonometry

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88287-10 11. 61627-10 log sin 57 23' = 9. 92546-10 S 11. 51893-10 log sin 57 23'= 9. 92546-10 78.
1.
2. 3. 4. 5.
log 6= 1. 69081 6 = 49. 069 Exercises.
A = 39 27', B logc = 1. 59347 c =39. 216 108 51', b = . 43215. Determine C, a, c. C = 30, A = 45, c = 123. Determine B, a, b. B = 27 45' 15", C = 89 19' 20", c = 14. 302. Determine A, a, b. A = 37 12' 30", C = 58 26' 40", a = 103. 47. Determine B, b, c. We wish to determine the distance from a point A to a point B, situ- ated in a marsh, visible
... but not accessible from A (see Fig. 39). For this purpose, we measure the distance from A to a point C, from which both A and B are visible and we measure the angles BAC and ACB. Calculate AB, if AC = 750 feet, ABAC = 32 27' and ZACB = 47 12'.
6. Devise a method for finding the distance from a point A on one bank of a river to a point B on the opposite bank.
T Fig. 40 7. To determine the height of a tower 7'>S^ (see Fig. 40) we measure the angle of elevation of its top T from two points A and B lying on the same side of T, in the same vertical plane with T and a known distance apart.


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