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(Position and Displacement Vectors, Average Velocity and Instantaneous Velocity, Average Acceleration and Instantaneous Acceleration) 3. (20 pts) A particle moves so that its position (in meters) as a function of time (in seconds) is: F = (2.00t2)1 + (3.00+3 - 2.00t2 + 2.00)j + (3.00+3 - 2.00t2 + 2.00) k The units of the coefficients of the position vector are not shown. You do not need to carry units in your calculations for this problem, but make sure to include units in the final answers to all of the following questions and report answers to the correct number of significant figures. Calculate the average acceleration dave of the object for the time interval from t = 5.00 s to t = 10.0 s in unit vector notation. Include units in your final