To calculate the average hazard rate, which estimates the intensity of the counterparty's default risk over a period of time, the analyst should divide the credit spread by one minus the recovery rate. Using the given values, the correct calculation is $h = \frac{0.04}{1 - 0.4}$, which yields an estimated hazard rate of approximately 0.0667.

Things to Remember

• The average hazard rate is an essential metric in credit risk analysis that reflects the annualized risk of default.
• Calculating this rate accurately requires the correct application of credit spreads and recovery rates according to the formula.
• A precise estimation of the hazard rate helps in the analysis of default probabilities and credit exposure measurements.