sec2θ-tan2θ=1
secθ=2√2/7
cosθ=√7/2√2
sin2θ+cos2θ=1
sinθ=1/2√2
cosecθ=2√2
solving we get 3/4
If tanθ = 1/√7 , the value of (cosec2θ - sec2θ)/(cosec2θ + sec2θ) is closest to
-
UP 0 DOWN 0 0 3
3 Answers
virang1 Jhaveri
·2009-04-15 22:20:27
sin θ = 1k
Cosθ = k√7
(1/Sin2θ - 1/cos2θ)/(1/Sin2θ + 1/cos2θ)
(1/k2 - 1/ 7k2)(1/k2 + 1/ 7k2
(7-1/7)/ (7+1)/7
6/8
=3/4
Honey Arora
·2009-04-15 22:26:21