1 / 22

Review Homework

Review Homework. Skills Check. Sin-Cosine Cofunction. The Sin-Cosine Cofunction. 1. What is sin A?. 2. What is Cos C?. 3. What is Sin Z?. 4. What is Cos X?. 5. Sin 28 = ?. 6 . Cos 10 = ?. 7. ABC where B = 90. Cos A = 3/5 What is Sin C?. 8. Sin  = Cos 15 What is  ?.

lahela
Download Presentation

Review Homework

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Review Homework

  2. Skills Check

  3. Sin-CosineCofunction

  4. The Sin-Cosine Cofunction

  5. 1. What is sin A? 2. What is Cos C?

  6. 3. What is Sin Z? 4. What is Cos X?

  7. 5. Sin 28 = ?

  8. 6. Cos 10 = ?

  9. 7. ABC where B = 90.Cos A = 3/5What is Sin C?

  10. 8. Sin  = Cos 15What is ?

  11. Trig Application Problems MM2G2c: Solve application problems using the trigonometric ratios.

  12. Depression and Elevation horizontal angle of depression line of sight angle of elevation horizontal

  13. 9. Classify each angle as angle of elevation or angle of depression. Angle of Depression Angle of Elevation Angle of Depression Angle of Elevation

  14. Example 10 • Over 2 miles (horizontal), a road rises 300 feet (vertical). What is the angle of elevation to the nearest degree? 5280 feet – 1 mile

  15. Example 11 • The angle of depression from the top of a tower to a boulder on the ground is 38º. If the tower is 25m high, how far from the base of the tower is the boulder? Round to the nearest whole number.

  16. Example 12 • Find the angle of elevation to the top of a tree for an observer who is 31.4 meters from the tree if the observer’s eye is 1.8 meters above the ground and the tree is 23.2 meters tall. Round to the nearest degree.

  17. Example 13 • A 75 foot building casts an 82 foot shadow. What is the angle that the sun hits the building? Round to the nearest degree.

  18. Example 14 • A boat is sailing and spots a shipwreck 650 feet below the water. A diver jumps from the boat and swims 935 feet to reach the wreck. What is the angle of depression from the boat to the shipwreck, to the nearest degree?

  19. Example 15 • A 5ft tall bird watcher is standing 50 feet from the base of a large tree. The person measures the angle of elevation to a bird on top of the tree as 71.5°. How tall is the tree? Round to the tenth.

  20. Example 16 • A block slides down a 45 slope for a total of 2.8 meters. What is the change in the height of the block? Round to the nearest tenth.

  21. Example 17 • A projectile has an initial horizontal velocity of 5 meters/second and an initial vertical velocity of 3 meters/second upward. At what angle was the projectile fired, to the nearest degree?

  22. Example 18 • A construction worker leans his ladder against a building making a 60o angle with the ground. If his ladder is 20 feet long, how far away is the base of the ladder from the building? Round to the nearest tenth.

More Related