Make R the subject of the fomula S = \(\sqrt{\frac{2R + T}{2RT}}\)

• A.R = \(\frac{T}{(TS^2 + 1)}\)
• B.R = \(\frac{T}{2(TS^2 - 2)}\)
• C.R = \(\frac{T}{2(TS^2 + 1)}\)
• D.R = \(\frac{R}{2(TS^2 + 1)}\)
• E.