(c) $K_{p} = K_{c}(RT)^{\mathrm{\Delta}ng}$ Here, $\mathrm{\Delta}n_{g} = - 1$ and $K_{c} = 26$ $R = 0.0812,\ T = 250 + 273 = 523$ K $K_{p} = 26 \times (0.0812 \times 523)^{- 1} = 0.605 = 0.61$
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