Remeber that Kc (aka Keq) is equal to [products] / [reactants] where [y] is concentration of subtance y.
So, for the first question it's simply [HI]/ {[H2]*[I2]}
For the second one, the problem (I think) is impossible unless you have more information, or you mislabeled something in your rendering of the problem.
Basically, you have to do an Initial, Change, Equilibrum (ICE) setup. Start by finding the concentrations of each of the reagents and products by dividing mols/vol (L) to get M. Recall that the ratio of reactant to reactant = 1:1, so when [F2] decreases by some amount to reach 0.005, [H2] will decrease by that same amount
H2 + F2 <---> 2HF
I .05/.25= .2 .025/.25= .1 0
C -0.095 -0.095 +X
E 1.05 0.005 X
Now you have to have a flash back to algebra. Set it up like you did for the last one, [prodcuts]/[reactants] except for [products] use a a variable. And you'd set it equal to Kc, which you don't have. And you can't find Kc because you don't know the final value of [2HF], for which you need Kc. What is the exact wording and units of the problem?