A plane takes off from an airport. During the first leg of its flight, it flies 69.7 miles at 54 south of east. During the second leg, it flies 25.6 miles at an angle 54 west of south. During the third leg, it flies 26 miles straight west. During the fourth and final leg of its flight, it turns and returns to the airport. Note: MOER, like most computer programs, expects angles to be entered in radians. Hence, if you use the MOER sin and cos functions to enter your answers to the questions below, be sure to convert the angles to radians. Similarly, the MOER arctan function returns an angle in radians. You will have to convert that angle back to degrees. i. What are x and y components of the fourth leg of its flight? xcomponent: mi ycomponent: mi 2. Howr far and in What direction must it fly to return to the airport? Distance from airport: mi Direction from airport: Select an answer v