The Wing Bowl is an annual cating contest founded by the Morning Show on Philadelphia's WIP Radio as a celebration of gluttony. The event, which attracts thousands of spectators, is a contest to see who can eat the most chicken wings in 30 minutes. The rate of wing consumption, in wings per minute, recorded during a past Wing Bowl of the champion El Wingador, is given by a twice-differentiable and strictly increasing function W of time t. The graph of W for the time interval 0st30 minutes is shown. Wings per minute w(1) (10,65 15,6,5) Time (30, 13 (25, 12.5) (20, 11) a. Approximate the value of [W(1) dt using a RIGHT endpoint Riemann sum with six rectangular subintervals indicated by the data from the graph. b. Is the numerical approximation found in part (a) above less than or greater than the actual value of 30 [W(t) dt? Justify your answer. c. Approximate the value of [W(t) dt using a MIDPOINT sum with three subintervals indicated by the data from the graph. d. Explain the meaning of the value of [W() dt using correct units.