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Solve the triangle. For the sides, give an expression for the exact value of the length in terms of sine and approximate to 1 decimal
Solve the triangle. For the sides, give an expression for the exact value of the length in terms of sine and approximate to 1 decimal place. B 330 C = 58 a 990 A b Part: 0 / 3 Part 1 of 3 b = sincos X 5Solve the triangle. For the sides, give an expression for the exact value of the length in terms of sine and approximate to 1 decimal place. C - 22.70 b a = 19 112.10 A B C Part: 0 / 3 Part 1 of 3 A = X 5Solve the triangle. For the sides, give an expression for the exact value of the length in terms of sine and approximate to 1 decimal place. R 62 q = 195.5 p 650 P Q Part: 0 / 3 Part 1 of 3 Q = X 5Information is given about AABC. Determine if the information gives one triangle, two triangles, or no triangle. Solve the resulting triangle(s). Round the lengths of sides and measures of the angles to 1 decimal place if necessary. b = 32, c = 27, B =320 O There is no triangle that can be formed from the given information. X 5 O There is one unique triangle that can be formed from the given information. A a O There are two triangles that can be formed from the given information. Triangle 1: a Triangle 2:Information is given about A.ABC. Determine if the information gives one triangle, two triangles, or no triangle. Solve the resulting triangle(s). Round the lengths of sides and measures of the angles to 1 decimal place if necessary. b = 5, a =7, B= 18 O There is no triangle that can be formed from the given information. X 5 O There is one unique triangle that can be formed from the given information. A O There are two triangles that can be formed from the given information. Triangle 1: Triangle 2: CFind the area of a triangle with the given measurements. Round to 1 decimal place. Round all intermediate steps to four decimal places. A = 144, b = 18 m, c = 14 m 2 The area is approximately m X 5Find the area of a triangle with the given measurements. Round to 1 decimal place. C = 74.40, a = - mm, b = W / N mm The area is 2 approximately mm X 5From a point along a straight road, the angle of elevation to the top of a hill is 33. From 320 ft farther down the road, the angle of elevation to the top of the hill is 24. How high is the hill? Round to the nearest foot. 240 330 320 ft The height of the hill is approximately ft . X 5
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