Hello, Taylor,
The table below summarizes the steps. Determine the molar mass (g/mole) of both reactants and then the number of moles of each, by dividing the grams by the g/mole (grams cancel and moles moves to the top, leaving just moles). The balanced equation tells us we need 3 moles of O2 for every 2 moles of H2S. That is a ratio of (3 moles O2/2 moles H2S), or 1.5. Multiply the moles H2S by 1.50 to determine how many moles of O2 are needed (1.50 moles O2/ moles H2S) x 0.588 moles H2S to give 0.882 moles of O2 that would be required to react with all of the H2S. We can see that we don't have that many moles of O2, therefore it is the limiting reagent. H2S will react with all the available O2 before the O2 is depleted, leaving excess H2S.
For bonus points, we can determine the amount of H2S remaining by assuming all the O2 is consumed. the total H2S consumed would be:
(2 moles H2S)/(3 moles O2)*(0.625 moles O2) = 0.417 moles H2S.
This would leave 0.208 moles H2S unreacted. Multiply that by the molar mass of H2S to get grams of H2S.
(0.417 moles H2S)*(34 grams H2S/mole H2S) = 7.1 grams.
I hope you can use this reasoning to solve the other problems.
Bob