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Lesson 3.3: Solving Non-Right Triangle /1 3. Determine the unknown side length, x, of the following triangle. 105 50 10.5 m A. 4.6 m B. 5.8 m C. 8.3 m D. 13.2 m /1 4. Determine the unknown angle measure, x. 25 mm, 85 36 mm A. 410 B. 440 C. 460 D. 510 5. Triangle ABC has the following dimensions: ZA = 170, a = 37 in, b =91 in. The number of triangles possible with these dimensions is (are) A. One oblique triangle B. One right triangle C. Two triangles D. No trianglesVISTA VIRTUAL SCHOOL Total: /10 Lesson 3.3: Solving Non-Right Triangles Explore Your Understanding Assignment This assignment includes multiple choice and short answer questions. For multiple choice questions, select the best answer. Each is worth 1 mark. Marks assigned to short answer questions are indicated fo each question. Be sure to show all necessary work. /1 1. Determine the unknown side length, x, of the following triangle. 16 in 35 26 in A. 15.8 in B. 17.4 in C. 21.3 in D. 52.0 in /1 2. Determine the unknown angle measure, x. 26.4 cm 29.0 cm 54.8 cm A. 8.10 B. 8.80 C. 24.40 D. 163.10Lesson 3.3: Solving Non-Right Triangles 7. Patricia and Trent are 48 m apart. The angle of elevation from Patricia to the hot air balloon hovering in the sky between her and Trent is 43, while the angle of elevation from Trent to the balloon is 310. /1 a. Draw a diagram of the situation. b. Determine the distance between the balloon and the person farthest from the balloon. Round to the nearest tenth of a metre.Lesson 3.3: Solving Non-Right Triangles 6. When touring Italy, Raphael visits the Leaning Tower of Pisa. From the base of the short side of the tower, Raphael walks 137 m, and measures the distance to the top of the short side of the tower to be 142 m, with an angle of elevation of 23. Determine the length of the short side of the Leaning Tower of Pisa. Round to the nearest metre. 142 m 23 137 m