Suppose an airplane is flying 190 mph with a heading 15 east of south (285 measured counterclockwise from due east) when it encounters a 35 mph wind blowing steadily in a direction 13" north of east (15" measured counterclockwise from due east). Use o to represent the speed vector of the airplane and wi to represent the speed vector of the wind. a Start by drawing a head-to-tail configuration for v and wi and the resultant vector u + w b. Write both ti and ui in component form. (Your answers should be in the form "" ) Preview Preview c. White the resultant vector ) + w in component form. 0+1= Preview d. Now, write the resultant vector i + w in polar form. (You do not need to enter a degree symbol in your answer.) 04 W = Preview e. Your answer to part (c) tells us that the plane is actually moving at Imph in the direction counterclockwise of due east. Submit Question 3. Points possible: 5 Unlimited attempts. Message instructor about this question Post this question to forum Three people are playing the Ring Game. In the game each player grabs part of a large ring and attempts to pull it into his her own scoring section. PLiver A's Scoring Zone Player B's Scoring Zone Scoring Zone Suppose Player A pulls with a force of 245 N at an angle of 25, Player B pulls with a force of 200 N at an angle of 180, and Player C pulls with a force of 220 N at an angle of 290". (All angles are measured from standard position according to the diagram above.) a. With all three players pulling on the ring, what is the net (or resultant) force and direction applied to the ring? Force: N Preview Direction: Preview b. Who wins the game? Player A Player B Player C It's a tie