0.1 sin(θ+ 10^∘) = 0.757 and 0^∘≤θ≤360^∘0.2 √(2)sin3θ+ 1 = 0 and -180^∘≤θ≤180^∘0.3 3cosθ= 2s

Question

0.1 sin(θ+ 10^∘) = 0.757  and  0^∘≤θ≤360^∘0.2 √(2)sin3θ+ 1 = 0  and  -180^∘≤θ≤180^∘0.3 3cosθ= 2s

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So for this problem, we want to find all the solutions between 0 and 360 for this trache equatio

0.1 \sin(\theta + 10^\circ) = 0.757 \text{ and } 0^\circ \le \theta \le 360^\circ 0.2 \sqrt{2}\sin 3\theta + 1 = 0 \text{ and } -180^\circ \le \theta \le 180^\circ 0.3 3\cos\theta = 2\sin^2\theta - 3. \text{ Find the general solution.}