3. Kinematics Equations for Uniformly Accelerated Rotational Motion(p238) Equations of Motion for Constant Linear Acceleration are analogous to the ones of Constant Angular acceleration Linear Missing Angular Equation variable Equation y=vo t at X 0=0+at x-xo=lot t-ai 6-6 Oot ta at 2 12=v2+2c(x-x0) 02=02+2a(-t C -6=(0o+0) X-x 0=v 2 6-0.=0t2q - 0  = 0 +t   - 0 = 0 t + t 2 t 2 = 0 2 +2( -0 )   - 0 = (0 + )t 0  - 0 = t - t 2 v = v0 + at x -x0 x - x0 = v0 t + at2 v v 2 = v0 2 + 2a(x - x0 ) t x - x0 = (v0 + v)t a x - x0 = vt - at2 v0 Equations of Motion for Constant Linear Acceleration are analogous to the ones of Constant Angular Acceleration: Linear Missing Angular Equation variable Equation 2 1 2 1 2 1 2 1 2 1 2 1 3. Kinematics Equations for Uniformly Accelerated Rotational Motion(p238)