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Using the graph, where the domain is 0°≤θ≤360°, to determine the value(s) of θ.a) sinθ=0b) sinθ=-1 c) sinθ=1For cos=-0.8667, 0°≤θ≤360°,How many solutions are possible?In which quadrants would you find the solutions?Determine the related angle for this equation to the nearest degree.Determine all the solutions to the equation to the nearest degree.For sin=0.3456, 0°≤θ≤360°,How many solutions are possible?In which quadrants would you find the solutions?Determine the related angle for this equation to the nearest degree.Determine all the solutions to the equation to the nearest degree.Determine the solutions for each equation. The domain is 0°≤θ≤360°. Round your answers to the nearest tenth of a degree.a) sin=0.65b) cos=0.8c) tan=1.5d) sin=0.15e) tan=0.75f) cos=-0.655Determine the roots for each equation. The domain is 0°≤θ≤360°. Express your answers to one decimal place.a) 2sin=-1b) 3cos=-2c) 2tan=3d) -3sin-1=1e) -5cos+3=2f) 8-tan=106. Determine to the nearest degree. The domain is 0°≤θ≤360°.a) b) c) d) e) f) Answers571552705001. a) 0°, 180°, 360°b) 270°c) 90°d) 30°, 150°2 a) 2b) quadrants II and IIIc) 30°d) 150°, 210°3. a) 2b) quadrants I and IIc) 20°d) 20°, 160°4. a) 40.5°, 139.5°b) 36.9°, 323.1°c) 56.3°, 236.3° d) 8.6°, 171.4°e) 36.9°, 216.9°f) 130.9°, 229.1°5. a) 210.0°, 330.0°b) 132.0°, 228.0°c) 56.3°, 236.3° d) 221.8°, 318.2°e) 78.5°, 281.5°f) 116.6°, 296.6°6. a) 61°, 241°b) 127°, 233°c) 50°, 130° d) 66°, 294°e) 120°, 300°f) 189°, 351° ................
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