A hill makes an angle of 20° with the horizontal, AD, as shown below. A taut guy wire, AB, extends from the base of the hill, point A, to point B on a vertical pole. Point B is 25 ft directly above where the pole is inserted into the ground at point C. Given that the length of AC is 60 ft, which of the following expressions represents the length, in feet, of the guy wire? (Note: For a triangle with sides of length a, b, and c that are opposite angles LA, LB, and LC. respectively. sin LA = sin <B = sin <C and ở = a + b - 2ab cos LC.) ^ A DO YOUR FIGURING HERE. 2 25 pole guy wire 60' 20° 25 sin 60° sin 20° 25 sin 70° sin 20° 25 sin 110° sin 20° END OF TEST 2 STOP! DO NOT TURN THE PAGE UNTIL TOLD TO DO SO. DO NOT RETURN TO THE PREVIOUS TEST. ACT-COT 29
