Posts

Showing posts with the label Analytics Metrics

Standard Deviation (Part 2): Strategic Limitations and Complementary Perspectives in Standard Deviation Analysis

Image
As we've seen, standard deviation is more than just measuring 'how spread out the data is'; it quantifies that spread to evaluate the stability and risk of business performance, thus serving as a key managerial analysis metric that supports strategic decision-making. However, relying solely on standard deviation for interpretation can easily lead to misjudgment. When using standard deviation for corporate, sales/profit analysis, or forecasting, the following additional factors must be considered:   1. Considering the Relationship with the Mean (Expected Value) Standard deviation represents only the absolute degree of data 'spread.' Therefore, to grasp the relative meaning of this figure, it must be considered alongside the Mean (or expected return). Coefficient of Variation (CV): This is the standard deviation divided by the mean. Since it shows the relative size of the standard deviation compared to the average, it is far more useful than standard deviation for com...

Standard Deviation (Part 1): Measuring Data Volatility and Using the Insights for Better Strategy

Image
Standard Deviation is a core metric that quantifies the 'dispersion' of your data, showing—as a single number—how tightly clustered or widely spread the data points are from the mean. A larger number means the data is widely spread out, while a smaller number means it's tightly grouped. Let's explore how this concept is used strategically in analyzing sales and profits.   1. Why We Must Read the 'Wobble' (The Trap of the Mean) It's natural to first look at average sales or profit when analyzing a company's performance. The average is the central value of the data, making it the most fundamental and useful metric for grasping a company's typical performance level. However, the mean carries a trap within itself. It only tells you the 'center' but fails to provide information on how the data is spread around that center; it doesn't show the overall data distribution. Every dataset always has some degree of 'scatter,' and the exte...