1. 5.5 Law of Sines - Applications
Precalculus Honors
5.5 Law of Sines - Applications

2. 1. For Parallelogram MATH shown at right,. find AT
1. For Parallelogram MATH shown at right, find AT. Round your answer to three decimal places.
20 in
28°
102° M A T H

3. 1. For Parallelogram MATH shown at right,. find AT
1. For Parallelogram MATH shown at right, find AT. Round your answer to three decimal places.
20 in
28°
102° M A T H

4. For Parallelogram BAND shown at right, find the measure of angle
For Parallelogram BAND shown at right, find the measure of angle Round your answer to three decimal places.
27 in
16 in
124° B A N D
∠𝐷𝐴𝑁

5. For Parallelogram BAND shown at right, find the measure of angle
For Parallelogram BAND shown at right, find the measure of angle Round your answer to three decimal places.
27 in
16 in
124° B A N D
∠𝐷𝐴𝑁

6. 3. For the figure below find BC to three decimal places if CD = 16.

7. 3. For the figure below find BC to three decimal places if CD = 16.

8. 4. For the figure below find. Round your answer to three
4. For the figure below find Round your answer to three decimal places.
m∠EDG 34

9. 4. For the figure below find. Round your answer to three
4. For the figure below find Round your answer to three decimal places.
m∠EDG 34

10. 5. Find the height of the building in the figure below. Round your
5. Find the height of the building in the figure below. Round your answer to three decimal places.
200 ft

11. 5. Find the height of the building in the figure below. Round your
5. Find the height of the building in the figure below. Round your answer to three decimal places.
200 ft

12. Triangulation can be used to find the location of an object by measuring the angles to the object from two points at the end of a baseline. Two lookouts 24 miles apart on the coastline spot a ship at sea. Using the figure below, find out how far the ship is from shore. Round your answer to three decimal places..
24 miles

13. Triangulation can be used to find the location of an object by measuring the angles to the object from two points at the end of a baseline. Two lookouts 24 miles apart on the coastline spot a ship at sea. Using the figure below, find out how far the ship is from shore. Round your answer to three decimal places..
24 miles