'Side opposite angle' presentation slideshows

Chapter 7 Jeopardy Game

Chapter 7 Jeopardy Game. By:Kyle, Yash, and Brahvan. Pythagorean Theorem. Special Right Triangles. Sine + Cosine. Geometric Mean Theorems. 10. 10. 10. 10. 20. 20. 20. 20. 30. 30. 30. 30. 40. 40. 40. 40. 50. 50. 50. 50. Which of these are a Pythagorean triples?

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5.6

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Warm Up for Section 1.4

Warm Up for Section 1.4. Find the missing edge lengths: (1). (2). 45 o. 60 o. 45 o. 30 o. Find the value of x to the nearest tenth: (3). (4). 46 o. x. x. 63 o. Answers for Warm Up Section 1.4.

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Unit 35 Trigonometric Problems

Unit 35 Trigonometric Problems. Unit 35. 35.1 Finding Angles in Right Angled Triangles. Example 1 Find the angle ? in triangle. Solution. ?. ?. ?. , and using on a calculator. SIN. INV. ?. to 1 decimal place. Example 2 Find angle ? in this triangle.

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Sine and Cosine rules

Sine and Cosine rules. Applied to non-right angled triangles. hyp. opp. A. adj. Introduction. In Sec 2,you have learnt to apply the trigonometric ratios to right angled triangles. How can trigonometry be applied to triangles which are not right angled?. B.

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The Sine Rule

The Sine Rule. Sine and Cosine rules. Trigonometry applied to triangles without right angles. hyp. opp. A. adj. Introduction. You have learnt to apply trigonometry to right angled triangles. Now we extend our trigonometry so that we can deal with triangles which are not right angled. B.

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Right Triangle Trigonometry

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Lesson 46

Lesson 46. Finding trigonometric functions and their reciprocals. This lesson introduces trigonometry , which is the study of right triangles. A trigonometric ratio is a ratio of the lengths of any 2 sides of a right triangle.

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