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A financial analyst is tasked with estimating the value of a 5-year call option on a 5-year Treasury note using a well-established pricing model. The current market environment is characterized by high interest rate volatility, raising concerns for the analyst about the potential effect of this volatility on short-term interest rates when computing the option's price. Given the risk of short-term rates potentially becoming negative in the model, which of the following strategies would be the most effective in addressing this issue?
A
When short-term rates are negative, the financial analyst adjusts the risk-neutral probabilities.
B
When short-term rates are negative, the financial analyst increases the volatility.
C
When short-term rates are negative, the financial analyst sets the rate to zero
D
When short-term rates are negative, the financial analyst sets the mean-reverting parameter to 1.