PYTHAGORAS THEOREM AND TRIGONOMETRY Welcome to your PYTHAGORAS THEOREM AND TRIGONOMETRY Find the value of y. 13.341 cm 12.341 cm 12.369 cm Find the value of angle θ. 53.130° 30.964° 36.870° Find the value of angle θ. 29.745° 60.255° 55.150° Solve sinx = 0.5. Find the values of x. 30°, 150° 60°, 120° 45°, 135° Solve cosx = -0.8. Find the values of x. 36.870° 36.870°, 143.130° 143.130° Find the value of x. 10.011 cm 7.048 cm 13.068 cm Find the value of angle θ. 53.311° 126.689° 150° Find the value of x. 4.551 cm 20.713 cm 5.6 cm Find the value of angle θ. 48.59° 55.771° 41.41° Find the area of the triangle shown in the figure below. 15.155 m^{2} 8.75 m^{2} 30.31 m^{2} In the cone shown in the figure below, the angle YXZ=40°. Calculate the circumference of the base. 10.284π 5.142π 12.256π The bearing of Q from P is 225°. What is the bearing of P from Q? 135° 45° 55° Two trees are standing on a flat ground. The angle of elevation of their tops from point A in the ground is 35°. The horizontal distance between X and the tree is 8 m. The distance between the tops of the two trees is 14 m. What is the height of the smaller tree? 13.947 m 9.766 m 5.602 m Two trees are standing on a flat ground. The angle of elevation of their tops from point A in the ground is 35°. The horizontal distance between X and the tree is 8 m. The distance between the tops of the two trees is 14 m. What is the height of the taller tree? 13.632 m 19.468 m 16.641 m Two trees are standing on a flat ground. The angle of elevation of their tops from point A in the ground is 35°. The horizontal distance between X and the tree is 8 m. The distance between the tops of the two trees is 14 m. What is the horizontal distance between the trees? 19.468 m 11. 468 m 27.468 m