=+23. Let the interest rate be zero. Consider a European put option with exercise price K and

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=+23. Let the interest rate be zero. Consider a European put option with exercise price K and maturity time T on the underlier with the price St at time t. Denote by Dt the value of this put at time t. Confirm by arbitrage arguments that Dt

≥ (K – St

)+

for all t ≤ T.

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