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I = (V/R)(1-e^t)

 Jun 25, 2018
 #1
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I = (V/R)(1-e^t)     multiply both sides by  R / V

 

l (R/V)  = 1  - e^t      add e^t   to both sides and subtract  l ( R/V)  from both sides

 

e^t  =  1  - l (R / V)     take the natural log of both sides

 

Ln  e^t  = Ln ( 1  - l (R / V) )      and by a log property, we can write

 

t * Ln e   = Ln  ( 1  - l (R/V) )      and  Ln e  = 1...so we have

 

t  = Ln ( 1  - l (R/V) )

 

 

 

cool cool cool

 Jun 25, 2018

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