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32. (Figure: Optimal Quantity) If the demand for lawn-mowing increased, the curve in the figure would shift to the and the optimal quantity would be

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32. (Figure: Optimal Quantity) If the demand for lawn-mowing increased, the curve in the figure would shift to the and the optimal quantity would be five lawns mowed. A) marginal cost; left; greater than C) marginal benefit; right; greater than B) marginal benefit; left; less than D) marginal cost; right; less than

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