Chapter 10 - NCPN
Chapter 10 - NCPN
Chapter 10 - NCPN
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Ongoing Assessment<br />
The angle from the top of a tree to a point 20 meters from the base of<br />
the tree is 52°. What is the height of the tree Round your answer to the<br />
nearest tenth. about 15.6 m<br />
Lesson Assessment<br />
Think and Discuss<br />
1. Which trigonometric ratio in a right triangle relates an angle<br />
measure to the side opposite the angle and the hypotenuse<br />
see margin<br />
2. Explain how to find the height of a tree if the horizontal distance<br />
to the base of the tree and the angle of elevation to the top of<br />
the tree are known.<br />
3. In a right triangle, what ratio of side lengths is equal to the cosine<br />
of an angle<br />
4. What happens to the cosine of an angle if the side lengths of the<br />
triangle are doubled<br />
5. Which trigonometric ratio is the reciprocal of the sine ratio<br />
Practice and Problem Solving<br />
Use triangle DEF to find each trigonometric ratio.<br />
6. sin E 5<br />
13<br />
9. cos E 12<br />
13<br />
12. sec D 13<br />
5<br />
15. csc D 13<br />
12<br />
7. cos D 5<br />
13<br />
<strong>10</strong>. sin D 12<br />
13<br />
13. csc E 13<br />
5<br />
16. cot E 12<br />
5<br />
8. tan E 5<br />
12<br />
11. tan D 12<br />
5<br />
14. cot D 5<br />
12<br />
17. sec E 13<br />
12<br />
<strong>10</strong>.1 Right Triangle Trigonometry 439