PhysicsMedium156×since 2002Q8344Velocity (v) and acceleration (a) in two systems of units 1 and 2 are related as v2=nm2v1{v_2} = {n \over {{m^2}}}{v_1}v2=m2nv1 and a2=a1mn{a_2} = {{{a_1}} \over {mn}}a2=mna1 respectively. Here m and n are constants. The relations for distance and time in two systems respectively are :An3m3L1=L2{{{n^3}} \over {{m^3}}}{L_1} = {L_2}m3n3L1=L2 and n2mT1=T2{{{n^2}} \over m}{T_1} = {T_2}mn2T1=T2BL1=n4m2L2{L_1} = {{{n^4}} \over {{m^2}}}{L_2}L1=m2n4L2 and T1=n2mT2{T_1} = {{{n^2}} \over m}{T_2}T1=mn2T2CL1=n2mL2{L_1} = {{{n^2}} \over m}{L_2}L1=mn2L2 and T1=n4m2T2{T_1} = {{{n^4}} \over {{m^2}}}{T_2}T1=m2n4T2Dn2mL1=L2{{{n^2}} \over m}{L_1} = {L_2}mn2L1=L2 and n4m2T1=T2{{{n^4}} \over {{m^2}}}{T_1} = {T_2}m2n4T1=T2Check answerSkip