Solve each equation. 0 < x < 2pi 1. 3sinx = cosx 2. sin2x = sinx Find the points of intersection of each pair of curves in the given interval. y=sin2x, y=sinx 0 < x < 2pi
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Hello, checkmarks! Solve each equation. . Divide both sides by Then: . We have: . . . Then:. . . . . . . . Find the points of intersection of this pair of curves in the given interval. . . This has the same equation as the preceding problem. Answers: .
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