3. (seconds) t 0.369 12 p(t) (feet) 3 5.5 7 13 17 whore ton of a particle, A, moving along the c-axis is modeled by a twice-differentiable function P, where time t is measured in seconds and p (t) is measured in feet. Selected values of p () are showln m the table above. (a) Use a midpoint Riemann sum with two subintervals of equal length and values from the table to 12 approximate the value of / p(t)dt Show the computations that lead to your answer. (b) Use the data in the table to approximate p’ (10) using the average rate of change of p (t) over the interval 9 < t< 12. Show the computations that lead to your answer. Indicate units of measure. (c) Interpret the meaning of p' (10) in the context of the problem. (d) Must there exist a value of C, for 0

Need assistance with D, E and F. These are high school level questions that I am practicing on to take a CLEP test.  Please give to the university level tutor that helped me with some of the other problems in this question.  This image is clear and you have all the information. 

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