Answer:
a.
C₂H₂ (g) + 5/2 O₂ (g) ⇒  2CO₂ (g) +  H₂O (l)
b. 6.21 g Hâ‚‚O
c. 1.08 g
d. 6.21 g Hâ‚‚O
e. 16 %
Explanation:
This question involves a calculation based on the stoichiometry of the balanced chemical equation:
b.
Lets calculate the # moles Câ‚‚Hâ‚‚ 8.98 g will represent and then calculate the amount of water produced as follows:
# moles Câ‚‚Hâ‚‚ Â = mass/molar mass = 8.98 g / 26.04 g/mol = 0.34 mol
From the stoichiometry of the reaction:
1 mol Hâ‚‚O produced / mol Câ‚‚Hâ‚‚ Â x 0.34 mol Câ‚‚Hâ‚‚ Â = 0.34 mol Hâ‚‚O produced
g Hâ‚‚O = # mol Hâ‚‚O x molar mass Hâ‚‚O = 0.34 mol x 18.01 g/mol = 6.21 g Hâ‚‚O
c.
For 4.58 g Oâ‚‚ we can calculate the amount of water in grams formed as follows:
# mol Oâ‚‚ = mass / molar mass Oâ‚‚ = 4.58 g / 32 g / mol = 0.14 mol
From the stoichiometry of the reaction we have
1 mol Hâ‚‚O produced /2.5 mol Oâ‚‚ x 0.14 mol Oâ‚‚ = 0.06 mol Hâ‚‚O
mass Hâ‚‚O produced = 0.06 mol x molar mas Hâ‚‚O = 0.06 mol x 18.01 g/mol
                 = 1.08 g H₂O
d,e.
We  calculated in part b  that we should have produced 6.21 g H₂O, therefore the percent yield is =
1 g / 6.21 Â g x 100 g = 16 %
Note one could argue that this theoretical yield refers to the 4.58 grams Oâ‚‚ in part c. However if that were the case we will have more than 100 % yield, unless we round the numbers to give us 100 % yield