Question: A simulation drew three distinct numbers without replacement from a vector of 10 numbers. But the numbers were not entered carefully in the code. There

A simulation drew three distinct numbers without replacement from a vector of 10 numbers. But the numbers were not entered carefully in the code. There were supposed to be six positive numbers and four negati numbers. Two of the six positives were errantly entered as negative numbers and two of the negative numbers were errantly entered with positive signs. At one point in the simulation flow, the three numbers drawn at random were multiplied together. What is the probability that this product had the correct sign?

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