Consider the following two equations
`(A). vecR=1/M sum_im_ivecr_i`
`and (B). veca_(CM)= (vecF)/(M)`
IN a noninertial frame

Consider the following two equations L=Iomega (dL)/(dt)=Gamma In noninertial frames

Consider the following two equations A. L=Iomega B. (dL)/(dt)=Gamma In non-inertial frames...

Compare the components for the following vector equations (a) vecF=mveca Here m is a positive number (b) vecp=0

Consider the following statements PV_(m)=RT(1+(\B)/(V_(m))+(B)/(V_(m)^(2))+...) Then V_(m) .

Consider the following two statements . A : Kinetic energy depends on frame of reference . B : Linear momentum does not depend on frame of reference .

Compare the components for the following vector equations (a) Thatj-mghatj=mahatj (b) vecT+vecF=vecA+vecB © vecT-vecF=vecA-vecB (d) Thatj+mghatj=mahatj