I was brought onto this project as a data scienctist to provide insights into a supply chain. Given that the project was very vague, I went on to perform statistical analysis on the supply chain's customers, suppliers, and overall efficiency.
H0: Discounts do not have a statistically significant effect on the quantity of product ordered.
H1: Discounts DO have a statistically significant effect on the quantity of product ordered.
Reject the H0
KS2 Statistic / P-Value (0.12 / 0.0476), Monte Carlo Method Means (Discounted: 27.1 / Non-Discounted: 21.71), Cohen's D (8.91), Anova Method (P-Value: 5 Categories Under .001)
H0: Discounts do not have a statistically significant effect on the avg revenue.
H1: Discounts DO have a statistically significant effect on the avg revenue.
Accept the H0
KS2 Statistic / P-Value (.033/.0063), Monte Carlo Method Means (Discounted: 52.59 / Non-Discounted: 52.32), Cohen's D (.14)
H0: Customers do not have a statistically signifigant bias towards purchasing discounted products.
H1: Customers DO have a statistically signifigant bias towards purchasing discounted products.
Reject the H0
KS Statistic / P-Value (0.52 / 0.0), Cohen's D (1.55)
H0: The perfect order fulfillment is NOT at or above the acceptable standard of 90%.
H1: The perfect order fulfillment is at or above the acceptable standard of 90%.
Reject the H0
POF Index: 95%