The relationship between equilibrium constants at different temperatures, enthaply, and temperatures can be expressed as
"\\text{ln}\\frac{K_2}{K_1}=\\frac{\\Delta H}{R}\\bigg(\\frac{1}{T_1}-\\frac{1}{T_2}\\bigg),\\\\\n\\space\\\\\nK_2=K_1e^{\\frac{\\Delta H}{R}(\\frac{1}{T_1}-\\frac{1}{T_2})}=\\\\ \\space\\\\\n=1400\\cdot2.72^{\\frac{-25400}{8.314}(\\frac{1}{298}-\\frac{1}{602})}=7.90." Likewise, we can calculate the change in enthalpy:
"\\Delta H=\\frac{R\\text{ ln}\\frac{K_2}{K_1}}{\\frac{1}{T_1}-\\frac{1}{T_2}}=-41.5\\cdot10^3\\text{ kJ\/mol}."
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