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The lengths of the sides of a triangle are successive terms of a geometric progression. Let A and C be the smallest and the largest interior angles of the triangle respectively. If the shortest side has length 16 centimeters and sinA−2sinB+3sinCsinC−2sinB+3sinA=199, then the perimeter of the triangle in centimeters is (correct answer + 3, wrong answer 0) |
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Answer» The lengths of the sides of a triangle are successive terms of a geometric progression. Let A and C be the smallest and the largest interior angles of the triangle respectively. If the shortest side has length 16 centimeters and sinA−2sinB+3sinCsinC−2sinB+3sinA=199, then the perimeter of the triangle in centimeters is (correct answer + 3, wrong answer 0) |
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