1.Considering the vector of the form 7 = af , where a is a constant and ↑ is the unit vector, obtain the second derivative in Euler notation and in vector form with components i and j. 2.Considering the vector of the form 7 = rf , where is not constant and ↑ is the unit vector, obtain the first derivative in Euler notation and in vector form with components i and j.
1.Considering the vector of the form 7 = af , where a is a constant and ↑ is the unit vector, obtain the second derivative in Euler notation and in vector form with components i and j. 2.Considering the vector of the form 7 = rf , where is not constant and ↑ is the unit vector, obtain the first derivative in Euler notation and in vector form with components i and j.
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
Transcribed Image Text:1.Considering the vector of the form
7 = af
, where a is a constant and
"
↑
is the unit vector, obtain the second derivative in Euler notation and in vector form with components i and j.
2.Considering the vector of the form
7 = rf
where is not constant and
↑
is the unit vector, obtain the first derivative in Euler notation and in vector form with components i and j.
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