Thermal efficiency of otto cycle can be represented by \({\eta _{otto}} = 1 - \frac{{{T_a}}}{{{T_b}}}\). Which of the following statement is correct for state point a and b?

Constant volume heat rejection process will end at point ‘b’

Isentropic compression process will start from point ‘b’

Isentropic compression process will end at point ‘a’

Constant volume heat addition process will start from ‘b’

Thermal efficiency of otto cycle can be represented by \({\eta _{otto}

1.	Thermal efficiency of otto cycle can be represented by \({\eta _{otto}} = 1 - \frac{{{T_a}}}{{{T_b}}}\). Which of the following statement is correct for state point a and b?
A.	Isentropic compression process will start from point ‘b’
B.	Isentropic compression process will end at point ‘a’
C.	Constant volume heat addition process will start from ‘b’
D.	Constant volume heat rejection process will end at point ‘b’
Answer» D. Constant volume heat rejection process will end at point ‘b’