4.4 grams of `CO_(2)` are introduced into a 0.82 L flask containing excess solid carbon at `627^(circ)C`, so that the equilibrium:
The density of equilibrium gaseous mixture corresponds to an average molecular weight of 36.
`K_(p)=P_(CO)^(2)/P_(CO_2)and K_(C)([CO]^(2))/([CO_(2)])`
`[R=0.082"Lt-atm/mol-K",C=12,0=16]`
Total number of moles of equilibrium gaseous mixture is :

4.4 grams of CO_(2) are introduced into a 0.82 L flask containing excess solid carbon at 627^(circ)C , so that the equilibrium: The density of equilibrium gaseous mixture corresponds to an average molecular weight of 36. K_(p)=P_(CO)^(2)/P_(CO_2)and K_(C)([CO]^(2))/([CO_(2)]) [R=0.082"Lt-atm/mol-K",C=12,0=16] K_(p) of the reaction C(s) +CO_(2)(g)hArr2CO(g) is :

4.4 grams of CO_(2) are introduced into a 0.82 L flask containing excess solid carbon at 627^(circ)C , so that the equilibrium: The density of equilibrium gaseous mixture corresponds to an average molecular weight of 36. K_(p)=P_(CO)^(2)/P_(CO_2)and K_(C)([CO]^(2))/([CO_(2)]) [R=0.082"Lt-atm/mol-K",C=12,0=16] If in the problem,where actually 1.2g of solid carbon is present initially, how many total moles of CO_(2) would have to be inroduced initiallly so that at equilibrium only a trace of carbon remained?

For the reaction C(s) +CO_(2)(g) rarr 2CO(g), k_(p)=63 atm at 100 K. If at equilibrium p_(CO)=10p_(CO_(2)) then the total pressure of the gases at equilibrium is

For the reaction C(s) +CO_(2)(g) rarr 2CO(g) , k_(p)=63 atm at 100 K. If at equilibrium p_(CO)=10p_(CO_(2)) then the total pressure of the gases at equilibrium is

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

For the reaction C(s) +CO_(2)(g) rarr 2CO(g), k_(p)=63 atm at 100 K. If at equilibrium p_(CO)=10p_(CO_(2)) then the total pressure of the gases at equilibrium is

COG_(2(g)) in presence of catalyst at 1000^(@)C shows the equilibrium: 2COF_(2(g))hArrCO_(2(g))+CF_(4(g)) At equilibrium 500 mL of the equilibrium mixture at STP contains 300 mL of ( COF_(2) and CO_(2) ) at STP . If total pressure is 10 atm , calculate K_(p) .