2. Find the integral fos un by the Simpson 13 rule with ó segment. 3. A particle of mass m moving through a fluid is subjected to a viscous resistance R, which is a function of the velocity v. The relationship between the resistance R, velocity v, and time t is given by the equation V1 m Vo t = -dv. R(V) Suppose that R(v) = -v vo for a particular fluid, where R is in newtons and v in m/s. If m = 5 kg and Vo = 12 m/s, approximate the time t required for the particle to slow to v4 = 8 m/s using Simpson 1/3 rule with 8 subintervals.