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Explain why high low line and regression line differs? - Answers

The high-low line is a simplistic method used in cost estimation that connects the highest and lowest data points to determine variable costs per unit, focusing only on extremes. In contrast, a regression line is derived from statistical analysis, capturing the overall trend of the data by minimizing the distance between the line and all data points, allowing for a more nuanced understanding of relationships. As a result, the regression line typically provides a more accurate representation of the data's behavior, while the high-low line may overlook significant variations.



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Explain why high low line and regression line differs? - Answers

https://math.answers.com/math-and-arithmetic/Explain_why_high_low_line_and_regression_line_differs

The high-low line is a simplistic method used in cost estimation that connects the highest and lowest data points to determine variable costs per unit, focusing only on extremes. In contrast, a regression line is derived from statistical analysis, capturing the overall trend of the data by minimizing the distance between the line and all data points, allowing for a more nuanced understanding of relationships. As a result, the regression line typically provides a more accurate representation of the data's behavior, while the high-low line may overlook significant variations.



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https://math.answers.com/math-and-arithmetic/Explain_why_high_low_line_and_regression_line_differs

Explain why high low line and regression line differs? - Answers

The high-low line is a simplistic method used in cost estimation that connects the highest and lowest data points to determine variable costs per unit, focusing only on extremes. In contrast, a regression line is derived from statistical analysis, capturing the overall trend of the data by minimizing the distance between the line and all data points, allowing for a more nuanced understanding of relationships. As a result, the regression line typically provides a more accurate representation of the data's behavior, while the high-low line may overlook significant variations.

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      The high-low line is a simplistic method used in cost estimation that connects the highest and lowest data points to determine variable costs per unit, focusing only on extremes. In contrast, a regression line is derived from statistical analysis, capturing the overall trend of the data by minimizing the distance between the line and all data points, allowing for a more nuanced understanding of relationships. As a result, the regression line typically provides a more accurate representation of the data's behavior, while the high-low line may overlook significant variations.
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