Some corresponding relations between translation and rotational motion. pure translation pure rotation position 6 velocity v=dx/dt 0=de dt acceleration a=dv/ dt a= do/ dt mass 2nd law net wor k W=∫Fx W=∫t kinetic energy K=my 2 K=lo power(c-force)P=Fv P=To work-knietic energy theorem w=△K W=△KW K W K P Fv P K m v K I W Fdx W d F ma I m I a dv dt d dt v dx dt d dt x net net =  =  = = = = = = = = = = = =   energy theorem work - knietic power(c -force) kinetic energy work 2nd law mass acceleration / / velocity / / position pure translation pure rotation            2 2 2 1 2 1 Some corresponding relations between translation and rotational motion: