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Question Number 74384 by jagannath19 last updated on 23/Nov/19

Commented by jagannath19 last updated on 23/Nov/19

please explain

pleaseexplain

Answered by Tanmay chaudhury last updated on 23/Nov/19

moment of inertia  of rod =((mL^2 )/(12))  L=length of rod  l=moment of inertia  T=temparature  l=((mL^2 )/(12))⇛  so (dl/dT)=(1/(12))×m×2L×(dL/dT)  ((dl/dT)/l)=(((1/(12))×m×2L×(dL/dT))/((mL^2 )/(12)))=((2(dL/dT))/L)  (dl/l)=((2dL)/L)   [now  α=(dL/(LdT))]  (dl/l)=2αdT

momentofinertiaofrod=mL212L=lengthofrodl=momentofinertiaT=temparaturel=mL212sodldT=112×m×2L×dLdTdldTl=112×m×2L×dLdTmL212=2dLdTLdll=2dLL[nowα=dLLdT]dll=2αdT

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