(1)a is in quadrant 2. SIN 2A+COS 2A = 1 Sina/COSA =-3/4 Sina > 0 COSA & lt; 0
Sina=3/5 cosa=-4/5。
(2)a is in quadrant 4. SIN 2A+COS 2A = 1 Sina/COSA =-3/4 Sina
Sina=-3/5 cosa=4/5。
2. Given sin x=- 1/3, find the values of cos x and tan x..
X is in quadrant 3 and quadrant 4.
(1)x is in the three-quadrant cosx.
sin^2x+cos^2x= 1 cosx =-2√2/3 tanx = sinx/cosa =√2/4
(2)x is in 4 quadrant cosx >; 0
sin^2x+cos^2x= 1 cosx = 2√2/3 tanx = sinx/cosa =-√2/4