"H_2+I_2<=>2HI"
Let "a" moles of "H_2" react with "1mol" of "I_2"
At equilibrium, after "90\\%" dissociation of "H_2" "K=\\frac{[HI]^2}{[H_2][I_2]}=\\frac{(1.8a)^2}{0.1a\\times(1-0.9a)}=50"
On solving the above equation we get "a=0.6459"
Hence moles of "H_2" required"=0.6459mol"
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