Fixed mass of an ideal gas contained in `10.0L` sealed rigid vessel at `1atm` is heated from `-73^(@)C` to `27^(@)C`. Calculate change in Gibbs enegry if entropy of gas is a function of temperature as `S = 2 +10^(-2)T (J K^(-1)). (1atmL = 0.1kJ)`

Fixed mass of an ideal gas collected in a 24.64 litre sealed rigid vessel at 10 atm is heated from -73^(@)C to 27^(@)C calculate change in gibbs free energy if entropy of gas is a function of temperature as S=2+10^(-2)T(J//K)(1atm=0.1kJ)

Fixed mass of an ideal gas collected in a 24.64 litre sealed rigid vessel at 10 atm is heated from -73^(@)C to 27^(@)C calculate change in gibbs free energy if entropy of gas is a function of temperature as S=2+10^(-2)T(J//K)(1l atm=0.1kJ) (a) 1231.5 J (b) 1281.5 J (c) 781.5 J (d)None

Fixed mass of an ideal gas collected in a 24.64 litre sealed rigid vessel at 10 atm is heated from -73^(@)C to 27^(@)C calculate change in gibbs free energy if entropy of gas is a function of temperature as S=2+10^(-2)T(J//K)(1l atm=0.1kJ)

Fixed amount of an ideal mono atomic gas contained in a sealed rigid vessel (V=24.6 litres) at 1.0 bar is heated reversibly form 27^(@)C to 127^(@)C . Determine change in Gibb's energy (in Joule) if entropy of gas S=10 + 10^(-2)T(J//K)

Fixed amount of an ideal mono atomic gas contained in a sealed rigid vessel (V=24.6 litres) at 1.0 bar is heated reversibly form 27^(@)C to 127^(@)C . Determine change in Gibb's energy (in Joule) if entropy of gas S=10 + 10^(-2)T(J//K)

Fixed amount of an ideal monoatomic gas contained in a seeled rigid vessel (V=24.6 litre) at 1.0 bas is change in Gibb's energy (in Joule) if entropy of gas S=10+10^(-2)T(J//K)

A sample of 10g H_(2)O is slowely heated from 27^(@)C to 87^(@)C . Calculate the change in entropy during heating. (specific heat of water =4200 J kg^(-1)K^(-1)) .

A sample of 10g H_(2)O is slowly heated from 27^(@)C to 87^(@)C . Calculate the change in entropy during heating. (specific heat of water =4200 J kg^(-1)K^(-1)) .

In a closed vessel an ideal gas at 1 atm is heated from 27^(@) C "to" 327^(@)C . The pressure of gas will approximately be