The thermal efficiency of an air-standard Brayton cycle in terms of pressure ratio $r_p$ and $\gamma (= c_p /c_v)$ is given by
- $1-\dfrac{1}{{r_p}^{\gamma -1}} \\$
- $1-\dfrac{1}{{r_p}^{\gamma }} \\$
- $1-\dfrac{1}{{r_p}^{1/\gamma }} \\$
- $1-\dfrac{1}{{r_p}^{(\gamma -1)/\gamma }}$