"Kc = {\\frac {[H_2]^2[S_2]} {[H_2S]^2}}"
Initial concentration of H2S is 4.45 M. If 2x mol of H2S were involved in reaction, 2x mol of H2 and x mol of S2 were produced. Then in equilibrium state we have:
x mol S2
2x mol H2
4.45 - 2x mol H2S
"Kc = {\\frac {[H_2]^2[S_2]} {[H_2S]^2}}={\\frac {(2x)^2(x)} {(4.45-2x)^2}}=2.2*10^{-4}"
"4x^3 = 2.2*10^{-4}*(4.45-2x)^2"
After solving the equation (i did it on computer) we got x = 0.0998, then amount of H2S involved in reaction is 2x = 2*0.0998 = 0.1996, in equilibrium [H2S] = 4.45 - 0.1996 = 4.2504 M
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