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Refer to the following graph. If the price of bagels falls, the budget constraint in the graph will rotate:
Middle 87.4%
Represents the percentage of data falling in the middle range of a distribution, often referred to in terms of percentile ranks or areas under a curve in statistics.
-1.46 To 1.46
This range might represent values within one standard deviation from the mean in a normally distributed dataset, indicative of central concentration.
Lowest 9%
Indicates the minimum value or percentile, possibly in a collection of data or measurements, standing at 9%.
Z > -1.82
A condition referring to the area under the normal distribution curve to the right of Z = -1.82, indicating values above this Z-score.
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