Solving a trigonometric equation by factoring and multiple angles

The video tutorial covers solving equations by factoring and finding all solutions. It begins with an introduction to the problem, followed by mathematical derivations to solve for 2X. The instructor explains how to find all solutions, including adding π and 2πN. The solution set is detailed, showing how to derive each component. The tutorial concludes with a summary of the final solution set, emphasizing the importance of understanding each step in the process.

What is the process described for factoring out terms in the given mathematical context?

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What are the specific values of 2X that were derived in the discussion?

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Explain how to find all solutions for the equation involving tangent and sine as mentioned in the text.

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How do you incorporate the concept of adding πN when finding all solutions?

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What is the final solution set mentioned in the text, and how is it derived?

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