1. An airplane has a ground speed of 350km/hr in the direction due west. If there is a wind blowing northwest at 40km/hr, calculate the true airspeed and heading of the airplane. 2. Given vectors A= 3ax + 4ay+ az and B= 2ay - 5az, find the angle between A and B. 3. Let E= 3ay + 4az and F= 4ax - 10ay+ 5az • a. Find the component of E along F . b. Determine a unit vector perpendicular to both E and F
1. An airplane has a ground speed of 350km/hr in the direction due west. If there is a wind blowing northwest at 40km/hr, calculate the true airspeed and heading of the airplane. 2. Given vectors A= 3ax + 4ay+ az and B= 2ay - 5az, find the angle between A and B. 3. Let E= 3ay + 4az and F= 4ax - 10ay+ 5az • a. Find the component of E along F . b. Determine a unit vector perpendicular to both E and F
Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter3: Vectors
Section: Chapter Questions
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![1. An airplane has a ground speed of 350km/hr in the direction due west. If there is a wind blowing northwest at 40km/hr,
calculate the true airspeed and heading of the airplane.
2. Given vectors A= 3ax + 4ay+ az and B= 2ay - 5az, find the angle between A and B.
3. Let E= 3ay + 4az and F= 4ax - 10ay+ 5az
• a. Find the component of E along F
. b. Determine a unit vector perpendicular to both E and F](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fefb37bc1-ffc3-428e-a92b-83984aa2d8c4%2F7925eb12-fbb7-426c-a277-6b8b0c6b8e66%2Fox4a63h_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. An airplane has a ground speed of 350km/hr in the direction due west. If there is a wind blowing northwest at 40km/hr,
calculate the true airspeed and heading of the airplane.
2. Given vectors A= 3ax + 4ay+ az and B= 2ay - 5az, find the angle between A and B.
3. Let E= 3ay + 4az and F= 4ax - 10ay+ 5az
• a. Find the component of E along F
. b. Determine a unit vector perpendicular to both E and F
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