Calculate the risk premium of a risky lottery: the amount an individual would pay to avoid risk. Risk premium π = E[X] - CE where E[X] is expected value and CE is certainty equivalent. For risk-averse agents, π > 0 (willing to pay to eliminate risk). Returns the maximum payment to avoid the lottery. Use for insurance pricing, portfolio risk assessment, and welfare analysis. [Tier: STANDARD, Credits: 2]
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Type of utility function to use
cara, crra, log "log"
Possible wealth outcomes
1x > 0[5000, 10000, 15000]Utility function parameter (risk_aversion for CARA, gamma for CRRA, unused for log)
null
Probabilities for each outcome (must sum to 1, if null uses uniform)
0 <= x <= 1[0.2, 0.6, 0.2]