5. An object travels in æyz – plane experience an equation of motion given by a (t) = 8.10 i - 3.20 %3D a. Determine the average acceleration fromt = 0.00s to t = 4.50 s b. Determine the velocity vector in terms of unit vector. c. Determine the instantaneous velocity whent = 3.00s.

Physics for Scientists and Engineers: Foundations and Connections
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ISBN:9781133939146
Author:Katz, Debora M.
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Chapter2: One Dimensional Motion
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5. An object travels in zyz – plane experience an equation of motion given by a (t) = 8.10 i - 3.20 tj.
a. Determine the average acceleration from t = 0.00s to t = 4.50 s
b. Determine the velocity vector in terms of unit vector.
c. Determine the instantaneous velocity when t = 3.00s.
d. Determine the average velocity from t = 3.00 s tot – 5.60 s.
e. Determine the velocity vector in terms of unit vector.
f. Determine the exact position of the particle when t = 2.30 s.
Transcribed Image Text:5. An object travels in zyz – plane experience an equation of motion given by a (t) = 8.10 i - 3.20 tj. a. Determine the average acceleration from t = 0.00s to t = 4.50 s b. Determine the velocity vector in terms of unit vector. c. Determine the instantaneous velocity when t = 3.00s. d. Determine the average velocity from t = 3.00 s tot – 5.60 s. e. Determine the velocity vector in terms of unit vector. f. Determine the exact position of the particle when t = 2.30 s.
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