show that if two resistors are connected in parallel , the rates of heat production in each vary inversely as their resistances
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Explanation: okey it will take time so lets see
let R be the equivalent resistance ,H (heat) ,V (potential),I (current )
now H = VIt (...t is time )
I=V/R
R=1/r +1/r'=rr'/(r+r')
H = I²t(rr')/(r+r')
as we know that A.M >and = G.M
hence the contribution of (r+r') is higher then rr'
and hence H inversely proportional to ( r+r')
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