Determine the value of the angle of an isosceles spherical triangle ABC whose given parts are b = c = 54°28’ and a = 92°30’.
A). 41°45
B). 55°45
C). 84°25
D). 89°45
2. In a triangle ABC, if angle A = 72° , angle B = 48° and c = 9 cm then Ĉ is
3. If 0° < θ < 90°, the value of [(1 - sin2θ) sec2θ + tan2θ] cos2θ + 1 is?
5. Find the maximum and minimum value of 9 CosA + 40 SinA + 40
8. The value of $sin^{2}1^{0} + sin^{2}2^{0} + sin^{2}3^{0}+.........+sin^{2}89^{0}$ is
9. If $x cos\theta - sin\theta$ = 1, then $x^{2}+(1 + x^{2})sin\theta$ equals