For the rest of this problem, assume that 0.3=α and 0.2−=β (each with appropriate SI units). b) Calculate my velocity vector at (i) t = 0 seconds, and (ii) t = 2.0 seconds c) Calculate my average acceleration for the interval from t = 0 to 2.0 seconds

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Chapter3: Vectors
Section: Chapter Questions
Problem 3.62AP: After a ball rolls off the edge of a horizontal table at time t = 0, its velocity as a function of...
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For the rest of this problem, assume that 0.3=α and 0.2−=β (each with appropriate SI units).
b) Calculate my velocity vector at (i) t = 0 seconds, and (ii) t = 2.0 seconds












c) Calculate my average acceleration for the interval from t = 0 to 2.0 seconds





2D
vectors: My velocity vector as a function of time is given by v‹) = (a)î + (ßt²)ĵ, where a and ß
are constants with appropriate SI (mks) units. (Give answers in unit vector notation unless specified
otherwise.)
a) What must be the SI (mks) units of (i) a, and (ii) ß ? Explain each.
Transcribed Image Text:2D vectors: My velocity vector as a function of time is given by v‹) = (a)î + (ßt²)ĵ, where a and ß are constants with appropriate SI (mks) units. (Give answers in unit vector notation unless specified otherwise.) a) What must be the SI (mks) units of (i) a, and (ii) ß ? Explain each.
For
the rest of this problem, assume that a =
b) Calculate my velocity vector at (i) t = 0 seconds, and (ii) t = 2.0 seconds
= 3.0 and ß = -2.0 (each with appropriate SI units).
Transcribed Image Text:For the rest of this problem, assume that a = b) Calculate my velocity vector at (i) t = 0 seconds, and (ii) t = 2.0 seconds = 3.0 and ß = -2.0 (each with appropriate SI units).
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