If Tmax and Tmin be the maximum and minimum temperatures in an Otto cycle, then for the ideal conditions, the temperature after compression should be

1
\(\dfrac{T_{max} + T_{min}}{2}\)
2
\(\sqrt{\dfrac{T_{max}}{T_{min}}}\)
3
\(\sqrt{T_{max}\times T_{min}}\)
4
\(T_{min} + \dfrac{T_{max}-T_{min}}{2}\)

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