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In Haber's process of manufacturing of a...

In Haber's process of manufacturing of ammonia:
`{:(N_(2)(g)+3H_(2)(g),rarr2NH_(3)(g),,H_(25^(@)C)^(0)= -92.2 kJ,,,,,,),("molecule",N_(2)(g),H_(2)(g),NH_(3)(g),,,,,),(C_(p)JK^(-1)mol^(-1),29.1,28.8,35.1,,,,,):}`
If `C_(p)` is independent of temperature, then reaction at `100^(@)C` as compared to that of `25^(@)C` will be:

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IN Haber's process of manufacturing of ammonia : N_(2)(g)+3H_(2)(g)to2NH_(3)(g),H_(25^(@)C)^(@)=-92.2 kJ Molecule N_(2)(g) H_(2)(g) NH_(3)(g) C_(p)JK^(-1) 29.1 28.8 35.1 If C_(p) is independent of temperature, then reaction at 100^(@) C as compared to that of 25^(@) C will be :

In the Haber 's process of ammonia manufacture: N_(2) (g)+3H_(2) (g) to 2NH_(3) (g), triangleH_(298K)^(@)=-92.2kJ If N_(2) (g), H_(2) (g) and NH_(3) (g)" have "C_(p) (JK^(-1) mol^(-1)) values 29.1, 28.8 and 35.1 respectively then if C_p is independent of temperature, the reaction at 100^@C as compared to that of 25^@C will be

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