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JEE PHYSICS MCQ: CURRENT ELECTRICITY

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One junction of a certain thermo-couple is at a fixed temperature Tr{T_r} and the other junction is at temperature TT. The thermo electric force for this is expressed by
E=K(T−Tr)  [ T0  +  12(T2+Tr2) ]E = K\left( {T - {T_r}} \right)\,\,[\,{T_0}\,\, + \,\,\frac{1}{2}\left( {{T^2} + T_r^2)\,} \right]
At temperature T=T0/2T = {T_0}/2 the thermoelectric power is
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Correct option: B
32  K T0\frac{3}{2}\,\,K\,{T_0}
Option B (32 K T0\frac{3}{2}\,K\,{T_0}) is correct because it is the thermoelectric power calculated by differentiating the given equation and substituting T=T0/2T = T_0/2.

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