Find the derivative of: P(t) = (3+2/3 - 6+1/3)3. (3+2 - 6t) 1/3 O P' (t ) = 2(3+2/3 - 6t 1/3 ) ( 3+2 - 6t ) 3/3(t - 1) + 6 ( 3 + 2 - 6t ) 1/3 ( 3 + 3 / 3 - 6+ 1 /3 ) 2 ( t - 1 /3 - t - 2/ 3 ) P' (t ) = 6 ( 3 t 2 - 6t) 3 (3t 3 - 6+ 3 ) (1 3 - 13) O (3t2 - 6t) 3 2 ( 3 t 3 - 6t 3 ) ( 31 2 - 6t ) 3 ( t - 1 ) (3t2 - 6t) 3 P' (t) = 6 ( 3t2 - 6t ) 3 ( 3t 3 - 6+ 3 ) (t 3 - 13) O (3t2 - 6t) 3 2(3t 3 - 6+3 ) (3+2 - 6t) 3 (t - 1) (3t2 - 6t) 3 P' (t) = 6 (3t2 - 6t ) 3 ( 3t 3 - 6+ 3 ) (t 3 - 13 ) O (3t2 - 6t) 3 2 ( 3 t 3 - 6t 3 ) ( 3 + 2 - 6t ) 3 ( t - 1 ) (3+2 - 6t) 3 3) The position of a car at time t is given by the function p(t) = O 2 12 - 2t- 4. What is the velocity at t = 2? Assume t 2 0. O -2 0 3 O - 3 my.thinkwell.com/twtest/printrandom.cfm?assessmentID=146673&take=1&isTWExercise=0