This lesson will provide examples and explain how to solve trigonometric functions while applying this knowledge to solve trigonometric equations.
In trigonometry, equations have an infinite number of solutions. In this lesson, review the period, explore sine, cosine, and tangent, and work through examples to understand the different ways that trigonometric equations can be solved. Trigonometric Equations In this video lesson, we talk about...
7.2 How do I enter trigonometric functions on my calculator? 7.3 What is the difference between the sine and cosine functions? 7.4 How do I solve trigonometric equations on a calculator? 7.5 Are there any specific calculator models recommended for trigonometry? 8. Conclusi...
Some equations are true for all allowed values and are then called IdentitiesExample: sin(−θ) = −sin(θ) is one of the Trigonometric Identities Let's try θ = 30°: sin(−30°) = −0.5 and −sin(30°) = −0.5 So it is true for θ = 30° Let's try θ = 90°...
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Sem Exam Review Test: Solving 1) Be able to solve equations (using my notes Steps for Solving Equations). 2/5x - 8 = 4/5x + 12 2 (3x + 5) = 4x - 6 2) Be able to solve inequalities (using my notes Steps for Solving Equations). When do you reverse the less than / greater ...
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Identify the problem type: Determine what type of problem it is - algebraic, geometric, trigonometric, etc. Knowing the problem type will help you choose the appropriate formula or method to solve it. Look for relevant information: Identify the given information in the proble...
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