For the vector, Á = 6î+ 6j-3k and B = 7i+ 4j+ 4k, calculate the angle between the vectors. Also find the vector product of these two vectors. Consider an airplane that has a speed of 105km/h, flying in a 90km/h crosswind blowing from West to East. Calculate its ground velocity when its nose is pointed North in the crosswind.
For the vector, Á = 6î+ 6j-3k and B = 7i+ 4j+ 4k, calculate the angle between the vectors. Also find the vector product of these two vectors. Consider an airplane that has a speed of 105km/h, flying in a 90km/h crosswind blowing from West to East. Calculate its ground velocity when its nose is pointed North in the crosswind.
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![For the vector, Á = 6î+ 6j-3k and B = 7i+ 4j+ 4k, calculate the angle between the vectors. Also find the vector
product of these two vectors.
Consider an airplane that has a speed of 105km/h, flying in a 90km/h crosswind blowing from West to East.
Calculate its ground velocity when its nose is pointed North in the crosswind.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F84f7833f-08f1-4c30-8a9b-fb652d3661f3%2Fdb603dea-92e9-47d6-bb24-8a6cbc63c608%2Fm78ig8.jpeg&w=3840&q=75)
Transcribed Image Text:For the vector, Á = 6î+ 6j-3k and B = 7i+ 4j+ 4k, calculate the angle between the vectors. Also find the vector
product of these two vectors.
Consider an airplane that has a speed of 105km/h, flying in a 90km/h crosswind blowing from West to East.
Calculate its ground velocity when its nose is pointed North in the crosswind.
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