`C(s)+CO_(2)(g) iff 2CO(g)`. At equilibrium, 25% of the `CO_(2)` got converted into CO. If the equilibrium pressure is 12 atm, the partial pressure of `CO_(2)` at equilibrium is
BRILLIANT PUBLICATION|Exercise LEVEL - II (Assertion-Reason)|5 Videos
CHEMICAL BONDING
BRILLIANT PUBLICATION|Exercise LEVEL-III ( Linked Comprehension Type )|12 Videos
Similar Questions
Explore conceptually related problems
A vessel of '1000 K' contains 'CO_2', with a pressure of '0.5 atm .' Some of the 'CO_2' converted into 'CO' on the addition of graphite. The value of 'K' if the total pressure at equilibrium is '0.8 atm'. is:
For the reaction, 2NO_(g) + O_(2(g)) harr 2NO_(2(g)) . The equilibrium constant is K. Then predict the equilibrium constants for the following reactions. More O_2 is added to the equilibrium.
For the reaction C(s)+CO_(2)(g) iff 2CO_(g), K_(p)=63 atm at 1000 K. If at equilibrium P_(CO)=10P_(CO_(2)) , then the total pressure of the gases at equilibrium is
K' 'for the reaction: 'CO_2(g)+H_2(g) hArr CO(g)+H_2 O(g)' is found to be 16 at a given' temperature. Originally equal number of moles of 'H_2', and 'CO_2', were placed in the flask. At equilibrium, the pressure of 'H_2 .' is '1.20 atm'. What is the partial pressure of 'CO' and 'H_2 O'.
In the reaction AB(g) iff A(g)+B(g) at 30^(@)C , the K_(p) for the dissociation equilibrium is 2.56 times 10^(-2) atm. If the total pressure at equilibrium is 1 atm, then the % disscociation of AB at 30^(@)C about
In the equillibrium reaction CaCO_3(s)to CaO(s)+CO_2(g) the equilibrium constant is given by-----
If the pressure of a mixture of 56 g of N_(2) and 44.0 g CO_(2) is 3 atm , the partial pressure of N_(2) in the mixture is :
2AB_(2)(g) iff A_(2)(g)+2B_(2)(g) . 5 moles of AB_(2) were heated in a closed vessel to constant temperature. Equilibrium was attained by the time 2 moles of it dissociated. If the equilibrium pressure was 12 atm, the K_(p) of the reaction is very close to
BRILLIANT PUBLICATION-CHEMICAL AND IONIC EQUILIBRIUM-Level - III (Linked Comprehension Type Questions)