What is the expression for the maximum theoretical value of the nozzle outlet velocity (ve) with an infinite expansion, if γ represents the ratio of specific heats, To represents the chamber temperature, R is the gas constant?

• A. ve = \(\sqrt{(2\gamma RT_o(\gamma-1))}\)
• B. ve = \(\sqrt{(2\gamma RT_o/(\gamma-1))}\)
• C. ve = \(\sqrt{(2(\gamma+1)RT_o/(\gamma-1))}\)
• D. ve = \(\sqrt{(2(\gamma-1)RT_o(\gamma+1))}\)
• E. with an infinite expansion, if γ represents the ratio of specific heats, To represents the chamber temperature, R is the gas constant?a) ve = \(\sqrt{(2\gamma RT_o(\gamma-1))}\) b) ve = \(\sqrt{(2\gamma RT_o/(\gamma-1))}\) c) ve = \(\sqrt{(2(\gamma+1)RT_o/(\gamma-1))}\) d) ve = \(\sqrt{(2(\gamma-1)RT_o(\gamma+1))}\)