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Tan 23 - PowerPoint PPT Presentation

10.1: The Tangent Ratio

10.1: The Tangent Ratio. Expectation: G1.3.1: Define the sine, cosine, and tangent of acuteangles in a right triangle as ratios of sides. Solve problems about angles, side lengths, or areas using trigonometric ratios in right triangles.

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379 views • 25 slides

9.2 Sine and Cosine

9.2 Sine and Cosine. Chapter 9 Right Triangle Trigonometry. TANGENT. Tangent <C = length of opposite leg length of adjacent leg tan C = opp adj tan C = 3 4. 5. 3. C. 4. SINE. Sine <A = length of opposite leg length of hypotenuse sin A = opp

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347 views • 11 slides

Trigonometry

Trigonometry. Measures of triangle. Remember Angles of triangle add to 180?. Right-angled triangle. hypotenuse. opposite. adjacent. Use trig to solve triangles. Toa. tan x =. C. hypotenuse. a. b. opposite. x. A. B. c. adjacent. Toa. 5. tan x =. 12. C. 13. 5. x.

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282 views • 8 slides

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Tan 23 - PowerPoint PPT Presentation

10.1: The Tangent Ratio

9.2 Sine and Cosine

Trigonometry