For the real gas reaction,
`2A(g)+B(g)to2C(g) deltaH=-440kJ//mol`
If the reaction is carried out in 10 litre rigid vessol, the initial pressure is `50"bar"` bar which decreses to `20"bar"` in the course of reactioin. The change in internal energy for the reaction is:

For the given real gas reaction, 2A(g)+B(g)rarrD(g) carried out in a 10 liter rigid vesses, the initial pressure is 50 bar which decreases to 20 bar, during the course of reaction. If heat liberated in the reaction is 400 kJ then what is the change in magnitude of internal energy of the reaction (in kJ) ?

For the real gases reaction 2CO(g)+O_(2)(g)rarr2CO_(2)(g) : DeltaH=-560kJ . In a 10 litre rigid vesel at 500K , the initial pressure is 70 bar and after the reaction it becomes 40 bar. The change in internal energy is:

For the real gases reaction, 2CO(g)+O_(2)(g)to2CO_(2)(g),DeltaH=-560 kJ. In 10 litre rigid vessel at 500 K the initial pressure is 70 bar and after the reaction it becomes 40 bar. The change in internal energy is :

For the real gases reaction, 2CO(g)+O_(2)(g)to2CO_(2)(g),DeltaH=-560 kJ. In 10 litre rigid vessel at 500 K the initial pressure is 70 bar and after the reaction it becomes 40 bar. The change in internal energy is :

For the real gases reaction, 2CO(g)+O_(2)(g)to2CO_(2)(g),DeltaH=-560 kJ. In 10 litre rigid vessel at 500 K the initial pressure is 70 bar and after the reaction it becomes 40 bar. The change in internal energy is :

For the real gases reaction 2CO_((g)) + O_(2(g)) rarr 2CO_(2(g)), Delta H = - 560kJ . In a 10L rigid vessel at 500K, the initial pressure is 70 bar and after reaction it becomes 40 bar. The change in internal energy is:

For the reaction, N_(2)H_(4)(l) to N_(2)(g) + 2H_(2)(g) DeltaH^(@) =-50.6kJ. This reaction is:

At 27^(@)C , for the reaction aA(g)+B(g)to2C(g),PDeltaV=-2.5kJ . The value of 'a' is-

For a gaseous reaction, 2SO_(2)+O_(2)to2SO_(3),DeltaH=-440kJ//"mole" at a temperature of 300 K. Calculate DeltaU when 1 mole of SO_(2) is completely reacted with 1 mole of O_(2) in a 10 litre rigid vessel at an initial pressure of 50 bar which decreases to 20 bar.