1. Trigonometry Problems
Nedcar Faugas
Rubens Lacouture
6/4/14
F- Block

2. Iphone Problem
The distance from the dot to the top of the Iphone is 7 inches. Given What is the length of the Iphone?
7 inches
750

3. Iphone Problem Solution
Sin 750= x/7
Sin 75= x 7
=6.8 to the nearest tenth
The height of the Iphone is 6.8 inches.

4. Note Book Problem
The distance from the dot to the bottom of the notebook is 8 inches. Given 600. What is the length of the composition notebook?
600
8 inches

5. Note Book Problem Solution
Tan 600= x/8
Tan 60= x 8
= 13.9 to the nearest tenth
The length of the composition notebook is 13.9 inches.

6. Eiffel Tower Problem
The distance of the top of the Eiffel Tower to the dot is 400 ft. Given 660. What is length height of the Eiffel Tower?
400 ft
660

7. Eiffel Tower Problem Solution
-Sin 660=x/400 -Sin 66= x 400 =365.4 to the nearest tenth. -The length of the Eiffel Tower is feet.

8. Pencil Problem
The distance between the dot and the eraser on the pencil is 5 inches. Given 450. What is the length of the pencil?
5 inches
450

9. Pencil Problem Solution
Sin 450=x/5
Sin 45 = x 5
=3.5 to the nearest tenth
The length if the pencil is 3.5 inches.

10. Telephone Booth Problem
The distance between the ball and the bottom of the phone booth is 12 feet. Given 640. What is the length of the phone booth?
640
12 feet

11. Telephone Booth Problem Solution
Tan 640 =x/12
Tan 64= x 12
=24.6 to the nearest tenth
The length of the phone booth is 24.6 feet.

12. Building Problem
The distance from the ball to the top of the building is 500 ft. A 35 degree angle is given to you. Find the length of the building?
350
500 ft

13. Building Problem Solution
Cos350= x/500
0.82 = x/500
409.6 ft = x
The length of the building is feet.

14. Basketball Problem
The distance from the dot to the bottom of the basketball is 12 inches. Given 650. Find the height of the basketball?
650
12 inches

15. Basketball Problem Solution
-Tan 650 = x/12
-Tan= X 12
= 25.7 inches to the nearest tenth
- Answer: The basketball is 25.7 inches tall.

16. Jumpman Problem
Michael Jordan is 78 inches tall. Given 600. What is the distance between the dot and the basketball?
78 inches
600

17. Jumpman Problem Solution
-Sin 600 = 78/X -Sin of 60 = / = 90.1 inches to the nearest tenth -Answer: The distance between the dot and the basketball is 90.1 inches.