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Define the equation used to calculate the error in the evolution of the probability of the stock market. The equation used to calculate the error (E) in the evolution of the probability (P) of the stock market is given by: E = P. In(1 P) P. In(1 P) = (1) Where: Q = 1-P It is essential to mention that this equation is only valid when the probability (P) is close to 0 or 1 (i.e., when the probability is close to the extreme values). This approach is valid in most practical situations since the majority of the probabilities in the stock market are typically close to 0 or 1.

Define the equation used to calculate the error in the evolution of the probability of the stock market. The equation used to calculate the error (E) in the evolution of the probability (P) of the stock market is given by: E = P. In(1 P) P. In(1 P) = (1) Where: Q = 1-P It is essential to mention that this equation is only valid when the probability (P) is close to 0 or 1 (i.e., when the probability is close to the extreme values). This approach is valid in most practical situations since the majority of the probabilities in the stock market are typically close to 0 or 1.

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Read more Define the equation used to calculate the error in the evolution of the probability of the stock market. The equation used to calculate the error (E) in the evolution of the probability (P) of the stock market is given by: E = P. In(1 P) P. In(1 P) = (1) Where: Q = 1-P It is essential to mention that this equation is only valid when the probability (P) is close to 0 or 1 (i.e., when the probability is close to the extreme values). This approach is valid in most practical situations since the majority of the probabilities in the stock market are typically close to 0 or 1.