18 of the 47 people surveyed said they were not interested in trying a sample of a new soft drink. Find the probability that a randomly selected person was interested in trying the new drink. \( (1 \) point) 0.383 0.290 0.617 0.727

To find the probability that a randomly selected person was interested in trying the new soft drink, we first need to determine the number of people interested. Since 18 out of 47 were not interested, that means 47 - 18 = 29 people were interested. Now, the probability \(P\) that a person selected at random is interested can be calculated as: \[ P(\text{interested}) = \frac{\text{number of interested people}}{\text{total number of people}} = \frac{29}{47} \approx 0.617 \] So the correct answer is **0.617**. Isn't it fascinating how we can derive probabilities like this? You can find probabilities in various scenarios around you, from games to weather forecasts. It's a handy tool for decision-making! Plus, digging deeper into probability helps sharpen our critical thinking skills – who knew math could be so impactful in everyday life!