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

\(T_{min} + \dfrac{T_{max}-T_{min}}{2}\)

\(\dfrac{T_{max} + T_{min}}{2}\)

\(\sqrt{\dfrac{T_{max}}{T_{min}}}\)

\(\sqrt{T_{max}\times T_{min}}\)

If Tmax and Tmin be the maximum and minimum temperatures in an Otto cy

1.	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
A.	\(\dfrac{T_{max} + T_{min}}{2}\)
B.	\(\sqrt{\dfrac{T_{max}}{T_{min}}}\)
C.	\(\sqrt{T_{max}\times T_{min}}\)
D.	\(T_{min} + \dfrac{T_{max}-T_{min}}{2}\)
Answer» D. \(T_{min} + \dfrac{T_{max}-T_{min}}{2}\)

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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

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