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For an inductor and capacitor connected in series, the equation describing the motion of charge is L d Q dt C Q 2 2 + 1 = 0, where L is the inductance, C is the capacitance, and Q is the charge. An analogous equation can be written for a simple harmonic oscillator with position x , mass m , and spring constant k . Which of the following correctly lists the mechanical analogs of L , C , and Q ? L C Q (A) m k x (B) m 1/ k x (C) k x m (D) 1/ k 1/ m x (E) x 1/ k 1/ m

 


 


  


 


   


   


 



 



 

 




 



 

 



  



For an inductor and capacitor connected in series,


the equation describing the motion of charge is



L


d Q


dt C Q



2


2



+



 


1 =


0,

where




 


L is the inductance, C


is the capacitance,

and




 


Q


is the charge. An analogous equation can

be written for a simple harmonic oscillator with



position




 


x, mass m, and spring constant k


.

Which of the following correctly lists the



mechanical analogs of




 


L, C, and Q


?




L C Q



(A)



 



m k x



(B)



 


m 1/


k x



(C)



 



k x m



(D) 1/



 


k 1/






m x

 




(E)



 


x 1/k 1/


m




 



 


Grade:12

1 Answers

Vijay Luxmi Askiitiansexpert
357 Points
13 years ago

Hi ,

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