2. For a non-zero vector ü(t), show that 1 dü dt u| dt dû dt where û is the unit vector in the direction of ü and ü is the magnitude of ü. By using the above equation, find dû if ü=ti +j. dt
2. For a non-zero vector ü(t), show that 1 dü dt u| dt dû dt where û is the unit vector in the direction of ü and ü is the magnitude of ü. By using the above equation, find dû if ü=ti +j. dt
2. For a non-zero vector ü(t), show that 1 dü dt u| dt dû dt where û is the unit vector in the direction of ü and ü is the magnitude of ü. By using the above equation, find dû if ü=ti +j. dt
2. For a non-zero vector ū(t), show that dů dt 1 dū Juldt du dt where û is the unit vector in the direction of u and lül is the magnitude of u. dů By using the above equation, find if ū=ti+j.
Transcribed Image Text:2. For a non-zero vector ü(t), show that
1 dü
dt u| dt
dû
dt
where û is the unit vector in the direction of ü and ü is the magnitude of ü.
By using the above equation, find
dû
if ü=ti +j.
dt
Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.
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