Consider the position function s(t)=-16t + 104t representing the position of an object moving vertically along a line. Sketch a graph of s with the secant line passing through (0.75,s(0.75)) and (2,s(2)). Determine the slope of the secant line and explain its relationship to the moving object. A. As 144- Q OB. 144- E 69- 69- 0.75 AS 0.75 2 The slope of the secant line is msec = 60. (Type an integer or a decimal.) What is the relationship of the slope to the moving object? OA. The slope is the average velocity of the object over the interval [69,144]. OB. The slope is the instantaneous velocity when t = 2. OC. The slope is the maximum velocity of the object. OD. The slope is the average velocity of the object over the interval [0.75,2]. 144- 69- As 0.75 2 E