A graphing surprise. At time t = 0, a burrito is launched from level ground, with an initial speed of 16.0 m/s and launch angle 96. Imagine a position vector V continuously directed from the launching point to the burrito during the flight. Graph the magnitude r of the position vector for (u) θ0 = 40.0° and (b) θ0 = 80.0°. For θ0 = 40.0°, (c) when does r teach its maximum value, (d) what is that value, and how far (e) horizontally and (f) vertically is the burrito from the launch point? For θ0 = 80.0°, (g) when does r reach its maximum value, (h) what is that value, and how far (i) horizontally and (j) vertically is the burrito from the launch point?
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