Task 1: Find the velocity of an airplane. An airplane is flying on a bearing of 194° at 460mph. Find the component form of the velocity of the airplane and explain its meaning. ( Round to the nearest 0.1) A. Begin by finding the bearing that corresponds to a direction angle: (Hint: recall that the bearing is the angle that the line travel makes with due north, measured clockwise, not counterclockwise. So adjust your angle measure here.) E B. Write it in component form: C. Evaluate the component form: D. Explain the meaning of your solution above by explaining the speed and direction of the plane based on your solution to part C. 460mph

Task 1: Find the velocity of an airplane. An airplane is flying on a bearing of 194° at 460mph. Find the component form of the velocity of the airplane and explain its meaning. ( Round to the nearest 0.1) A. Begin by finding the bearing that corresponds to a direction angle: (Hint: recall that the bearing is the angle that the line travel makes with due north, measured clockwise, not counterclockwise. So adjust your angle measure here.) E B. Write it in component form: C. Evaluate the component form: D. Explain the meaning of your solution above by explaining the speed and direction of the plane based on your solution to part C. 460mph