Long-winded finding of Limiting Reagent

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The discussion revolves around determining the limiting reagent in a chemical reaction involving acetic anhydride and salicylic acid. The balanced equation shows the conversion of these reactants into specific products. The molecular weights of the reactants are calculated, revealing that acetic anhydride (CH3C(O)-O-C(O)CH3) has a molar mass of 102.09 g/mol, while salicylic acid (C7H6O3) has a molar mass of 138.12 g/mol. The calculations indicate that salicylic acid is the limiting reagent, as it is present in a significantly lower amount compared to acetic anhydride. The actual percent yield from the experiment is noted at 7.43%, and the theoretical yield is discussed in relation to the limiting reagent, with an example calculation suggesting that the final product weight is approximately 0.145 grams based on the yield percentage.
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Ok.


Balanced Equation

CH3C(O)-O-C(O)CH3(l) + C7H6O3(l) ---> C2H4O3 + C6H4(OCOCH3)CO2H

Trying to find limiting reagent here...

mWt CH3C(O)-)-C(O)CH3(l) = 102.09 g/mol
5.4/102.09 = 0.53 mol

mwt C7H6O3(l)= 138.12 g/mol
1.5g/138.12 = 0.011 mol

I have the actual percent yield (as per experiment) at 7.43% but I also need the theoretical yield.
 
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Practical yields are calculated on theoretical yields, which is assumed 100%. In your example, salicylic acid is the limiting reagent, since it is only present in 11 millimoles compared with 530 millimoles of acetic anhydride.

C_7H_6O_3 gives C_6H_4(OCOCH_3)CO_2H, so 102.09 g of the first compound will give C_9H_8O_4=180.16 g/mol. If you isolated the product with about 7.5% yield, then your final product weighs about 0.145 grams, right?
 
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