Example Problem - Particle P moving counterclockwise along the circular path - Center at (0,1) m - Radius p = 1 m - At the instant shown Speed of particle is v : 4x5 m/s Speed rate of particle is 13 = 3\\/m/s2 Example Problem siri 45' = Mt . At this instant, determine cos4s' = . The Polar components of the particle's velocity . The Polar components of the particle's acceleration a = Vuft run Polar Polar (Transverse (Radial Direction) Direction) Y,j = VAMO =Veno up A . Velocity (m/s) = 412 x1 = 4 = 452 x 1 VZ v75 C = 4 P = Varie - V2 cose 0= 45 > Acceleration O (m/52) = 3 V2. 4 - 32. VZ givens v = 452 m/s = - 25. 62 m/82 V = 352 m/