Q1: Find
the linear velocity in m/s of the motorcycle entering the highway
and as it passes the rest stop.
Q2: Find
the linear acceleration in m/s^{2} during the 5 s acceleration
phase of this ride.
Q3: Use
kinematics equations from Chapter 2 to find how far the m/c travels
during the first five seconds, the last 2 minutes and for the complete
ride described.
Q4: Find
angular velocities of the motorcycle wheels when entering the highway
and as the m/c passes the rest stop.
Q5: Find
the angular acceleration of the m/c wheels during the 5 s acceleration
phase of the ride.
Q6: Find
the number of turns made by the wheels during the first five seconds,
the last 2 minutes and for the complete ride described.
Q7: Use
the relationship between linear and angular rolling motion without
slipping to confirm #6 with #3. Comment.
Q8: Sketch
crude graphs of x, v, a vs. t and q, w, a vs. t for this ride. Label
the identification points above.
