For the reaction `2A(g)hArrB(g)+3C(g),` at a given temperature ,`K_(c)=16.` What must be the volume of the flask , if a mixture of 2 mole rach of A,B and C exist in equilibrium ?

For the reaction 2A(g)hArrB(g)+3C(g), at a given temperature , K_(c)=16. What must be the volume of the flask , if a mixture of 2 mole each of A,B and C exist in equilibrium ?

For the reaction 3A(g)+B(g) hArr 2C(g) at a given temperature , K_c=9.0 .What must be the volume of the flask, if a mixture of 2.0 mol each of A, B and C exist in equilibrium ?

For the reaction 3A(g)+B(g) hArr 2C(g) at a given temperature , K_c=9.0 .What must be the volume of the flask, if a mixture of 2.0 mol each of A, B and C exist in equilibrium ?

for the reaction 2A_((g)) hArr B_((g)) + 3C_((g)) , at a given temperature, K_(c) = 16. What must be the volume of the falsk, If a mixture of 2 mole cach A, B and C exist in equilibrium ?

for the reaction 2A_((g)) hArr B_((g)) + 3C_((g)) , at a given temperature, K_(c) = 16. What must be the volume of the falsk, If a mixture of 2 mole cach A, B and C exist in equilibrium ?

For the reaction 3A(g)+B(g) hArr 2C(g) at a given temperature, K_c =9.0 what must be the volume (in L) of the flask , if a mixture of 2.0 mol each of A,B and C exist in equilibrium ?

consider the given reaction, 3A(g) + B(g) hArr 2C(g) at a given temperature if a mixture of 2 mol each of A, B and C exist at equilibrium and K_c =9 then volume of the flask will be

For the reaction A(g)hArrB(g)+C(g) At 300K , the average molecular weight of the equilibrium mixture is 83g//"mol" . If atomic weight of A, B and C are 100, 60 and 40 gram/mol respectively, then the number of moles of 'C' present at equilibrium in a reaction starting with 10 moles of A is