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Mg!T=MaA (1)    Mg!T=MaB. (2) . Comparing equations (1) and (2), the a Mg!T=MaA (1)    Mg!T=MaB. (2) . Comparing equations (1) and (2), the a

Mg!T=MaA (1) Mg!T=MaB. (2) . Comparing equations (1) and (2), the a - PDF document

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Uploaded On 2016-08-20

Mg!T=MaA (1) Mg!T=MaB. (2) . Comparing equations (1) and (2), the a - PPT Presentation

TRIcm ltl0Rt0 ltyAyBr2 yAyBr2l0Rt0 and substitute that into the torque equation 4 and find that using Icm12MR2 T2aIcmR2Ma 10 Substitute ID: 452557

TR=Icm!. l(t)=l0+R(!(t)"!0).

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