Use the information below about triangle ABC. What is the length (in feet) of side AB (in feet)? Side AC length = 500 feet, Angle BAC = 30o Angle ABC = 100 o
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3. In the figure shown below, ∆ACB is a right triangle with a right angle at C. Point D is on BC, m∠ADC = 60°, m∠ABC = 30°, and BD = 100 feet. What is the length, in feet, of AC ? A. 50 B. 100/3 C. 200/3 D. 50√3 E. 200√3
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In a triangular-shaped lot ABC, the two sides and the included angle are: CA = 90.95 m, BC = 73.80 m, and angle C = 43°15'. Determine the length of the remaining side AB (10 pts) and the area of the triangular lot (5 pts).
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Use the given measurements to solve the triangle. Round lengths of sides to the nearest tenth and angle measures to the nearest degree. a = 500, b = 300 The measure of angle B is approximately (Round to the nearest degree:)
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