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Author:  Melinda Richmond Date:  May 7, 2009 CROSS-SELL  RESPONSE MODEL Disclaimer:  Dummy Data
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Methodology
Parameter Estimates Consider Brandon, a customer who is fifty-one years old, single with no children, lives in the West Region, currently is  in a Premium Paying status with low attrition risk, and tenure of ten years.  Brandon’s total cash netflow is $7,689.92 based on the last twelve months and total assets is $84,910.85, he owns RA and SRA products.  The likelihood that Brandon will purchase an IRA product is Y=0.76%.
Odds Ratio Y1 and Y2 helps to explain the likelihood of an IRA purchase while holding all other effects constant, and the odds ratio is the # times most likely that a customer will purchase an IRA.  ODDS RATIO = (Y1 / Y2)
Validation
Profile Example
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Conclusion

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Cross-sell Response Model

  • 1. Author: Melinda Richmond Date: May 7, 2009 CROSS-SELL RESPONSE MODEL Disclaimer: Dummy Data
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  • 3. Parameter Estimates Consider Brandon, a customer who is fifty-one years old, single with no children, lives in the West Region, currently is in a Premium Paying status with low attrition risk, and tenure of ten years. Brandon’s total cash netflow is $7,689.92 based on the last twelve months and total assets is $84,910.85, he owns RA and SRA products. The likelihood that Brandon will purchase an IRA product is Y=0.76%.
  • 4. Odds Ratio Y1 and Y2 helps to explain the likelihood of an IRA purchase while holding all other effects constant, and the odds ratio is the # times most likely that a customer will purchase an IRA. ODDS RATIO = (Y1 / Y2)
  • 7.