Consider the reaction at 500K: H2(g) + Br2(g) ⇋ 2HBr(g). The molar concentration of hydrogen, bromine, and hydrogen bromide at equilibrium was found to be 0.25M, 0.25M, and 5.06M respectively. Compute for the value of the equilibrium constant Kp.
Firstly,we have to write the equilibrium constant equation for the reaction.
So we have;
K=[HBr]^2/[H2][BR2]
To find Kp, we need to find Kc since we were given concentration not pressure
So Kc=[5.06]^2/[0.25][0.25]
Kc=409.66
To get Kp we will use the formula;
Kp=Kc(RT)^dn
Where R is ideal gas constant which is 0.8206
T=Temperature in kelvin
dn=sum of the coefficient of the product minus that of the reactants which is
2-(1+1)=0
Inputing the values, we have;
Kp=409.66×(0.8206×500)^0
According to the laws of indices,anything raised to the power of zero is 1
So we have Kp=409.66×1
Kp=409.66
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