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(03-Homework 03 (Ch 03) Item 6 The it and drag forces on an aircraft are functions of its velocity relative to the ait, not to the ground Consequently, pilots must compensate for the effects of wind in this example we will determine in what direction the pilot should head in order for a plane to travel due north. Then we will determine the plane's velocity relative to the earth Figure -100 km/ Opa 240 km/ at angle One Both We find that The plot should head 25 west of north; her ground speed will then be 216 km/h. REFLECT When a plane fies in ground is always slower than t Part A Practice Problem: 15.55 Submit A-sin 100 km/h 300 km/h 25 *P/√(240 km/h) -(100 km/h) 218 km/h ΑΣΦ 6 f the plot was forced to reduce the plane's speed to 100 km/h, how much would she need to increase the angle at which the plane is pointing relative to north) in order t plane to continue to travel duenorth? Express your answer in degrees Provide Feedback sewind that right angles to the plane's velocity relative to the ground, its speed relative to the airspeed; the trip takes longer than in calmar ? < 6 of 12 Previous Answers Request Answer X Incorrect: Try Again; 5 attempts remaining Bee Constants Next >