With the amounts of reactants provided, it was possible to produce $0.667 g$ of aspirin. One student produces $0.333 g$ of aspirin. What was the percent yield for this student's laboratory work?

40

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33

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67

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50

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Solution

The correct option is D $50$ %
Percentage Yield of a compound is defined as the ratio of actual yield to the theoretical yield.

Actual Yield $(E) = 0.333 g$

Theoretical Yield $(T) = 0.667 g$

$\Rightarrow %$ Yield $\frac{0.333}{0.667} \times 100 = 50 %$

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With the amounts of reactants provided, it was possible to produce 0.667 g of aspirin. One student produces 0.333 g of aspirin. What was the percent yield for this student's laboratory work?

The correct option is D 50%Percentage Yield of a compound is defined as the ratio of actual yield to the theoretical yield.Actual Yield (E)=0.333 gTheoretical Yield (T)=0.667 g⇒% Yield 0.3330.667×100=50%

With the amounts of reactants provided, it was possible to produce $0.667 g$ of aspirin. One student produces $0.333 g$ of aspirin. What was the percent yield for this student's laboratory work?

The correct option is D $50$ %
Percentage Yield of a compound is defined as the ratio of actual yield to the theoretical yield.

Actual Yield $(E) = 0.333 g$

Theoretical Yield $(T) = 0.667 g$

$\Rightarrow %$ Yield $\frac{0.333}{0.667} \times 100 = 50 %$