A) \[\operatorname{L}={{L}_{0}}\int_{{{T}_{0}}}^{T}{\alpha \left( T \right)dT}\]
B) \[\operatorname{L}={{L}_{0}}\left[ 1+\int_{{{T}_{0}}}^{T}{\alpha \left( T \right)dT} \right]\]
C) \[\operatorname{L}={{L}_{0}}\left[ 1-\int_{{{T}_{0}}}^{T}{\alpha \left( T \right)dT} \right]\]
D) \[\operatorname{L}>{{L}_{0}}\]
Correct Answer: B
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