Question: In this problem it says it uses the solutions in the interval to solve trigonometric equation but how do you determine those solutions? bjective 4:

 In this problem it says it uses the solutions in the

In this problem it says it uses the solutions in the interval to solve trigonometric equation but how do you determine those solutions?

interval to solve trigonometric equation but how do you determine those solutions?

bjective 4: Solve Trigonometric Equations xample 2: Solving Trigonometric Equations olve the following equations. . 2cosx-1=0 olution: a. First solve for cos x ; COS X= 2 cos x is positive on the I and IV quadrants, and COS 3 N Therefore, the reference angle is ~ and there are Figure 2.35a w TE STT two solutions in the interval [0, 2x], x = - and x = 2x - 3 3 We can obtain the general solution by adding integer multiples of 27 . Therefore the general solution are TE 5 TT + 2nat and x = + 2n where n is an integer. X = 3 3

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