v docs.google.com C + 88 Headrush - Module - 06 Geometry: Non-... Headrush - Module - 06 Geometry: Non-. Copy of Geometry- Pathway 6 Stop 2: La... Geometry- Pathway 6 Stop 2: Law of Sin... Search Results | Course Hero Geometry- Pathway 6 Stop 2: Law of Sines and Cosines Practice Request edit access Share File Edit View Tools Help For the next three problems you will need to determine if you are using the Law of Sines or the Law of Cosines. 31 Jack and Jill both start at point A. They each walk in a straight line at an angle of 105 degrees to each other. After 45 minutes Jack has walked 4.5 km and Jill has walked 6 km. How far apart are they? C 4.5 km 105 6 km A plane flies 500 km with an angle of 46 degrees above the horizon from Naples to Elgin. The + plane then flies 720 km from Elgin to Canton. Find the angle that the plan turned to fly from Elgin to Canton and the distance between Naples and Canton. N Elgin W -9 - E 720 km 500 km - ... ......-- Canton To estimate the length of a lake, Caleb starts at one end of the lake and walks 95m. He then turns and walks on a new path, which is 120 to the direction he was first walking in, and walks 87m more until he arrives at the other end of the lake. Approximately how long is the lake? 87 m 95 mE V docs.google.com + 88 Headrush - Module - 06 Geometry: Non-.. Headrush - Module - 06 Geometry: Non-. Copy of Geometry- Pathway 6 Stop 2: La.. Geometry- Pathway 6 Stop 2: Law of Sin... Search Results | Course Hero Copy of Geometry- Pathway 6 Stop 2: Law of Sines and Cosines Practice * d Share File Edit View Insert Format Tools Add-ons Help Last edit was seconds ago n a $ 7 100% Normal text Arial - 11 + B I U A . G P M EEEEEE EEEX 31 Typically the Law of Sines and the Law of Cosines are only used for non-right triangles since they require more calculations. This does not mean that they cannot be used on right triangles. See for yourself! A ladder is propped up against the side of a building. The ladder reaches a height of 15m up the height of the building and makes an angle of 36 degrees with the ground. Use the Law of Sines to find the length of the ladder and how far away from the building the ladder reaches. Make sure to draw a picture! Now that you have done this with the Law of Sines, use the appropriate trigonometry function to solve it. + Did you get the same answer? Should you? Which way was easier? Charlie Brown is flying his kite. He knows that he is using 41 feet of string. His kite gets stuck in a kite eating tree. He knows that he is 40 feet away from the tree and the kite has an angle of elevation of 12.7 degrees. Use the Law of Cosines to determine how tall the tree is. Draw a picture! Now that you have done this with the Law of Cosines, use the appropriate trigonometry function to solve it. Did you get the same answer? Should you? Which way was easier? +