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What's on the worksheet
- Solve each equation for an acute angle to the nearest tenth of a degree:9\sin\theta = 4\dfrac{12}{\cos\theta} = 173\tan\theta + 2 = 9\dfrac{\tan\theta}{4} = 0.1510 - 6\cos\theta = 5
- Decide whether each right triangle's angle is exactly 30, 45 or 60 degrees.
- Show a triangle is right and find an angle three ways.
- Find the tilt of a solar panel and the post height for a different angle.
- Find the sides and all three angles of a triangle with a perpendicular from A.
- Find what Mateo got wrong in finding angle A and correct it.
- Put three inverse trig angles in order without a calculator.
- Find the angle of a ski run section and decide if it is marked experts only.
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The free lesson teaches it with worked examples and practice problems.
Inverse trigonometric ratios: the lesson ›More Chapter 8 worksheets: Right triangles and trigonometry
- 8.1Geometric means in a right triangle
- 8.2Proving the Pythagorean theorem with similar triangles
- 8.3Special right triangles
- 8.4Opposite, adjacent and hypotenuse
- 8.5Sine, cosine and tangent
- 8.6Trig values of the special right triangles
- 8.7Solving right triangles
- 8.8Inverse trigonometric ratios
- 8.9Angles of elevation and depression
- 8.10Measuring what you cannot reach