https://file.aiquickdraw.com/mathbot/file/17282644181399lz12q8t.jpg

To find the probability that a randomly chosen car will have one of the three most popular colors, let's analyze the image and follow these steps:

1. The table lists the percentages of car colors in 2003.
2. The three most popular colors, based on the percentages, are:
   - Silver: 20.2%
   - White: 18.4%
   - Black: 11.6%
3. To calculate the total probability, sum the percentages of these three colors:
   \[
   20.2\% + 18.4\% + 11.6\% = 50.2\%
   \]
   
Thus, the probability that a randomly chosen car will have one of the three most popular colors is **50.2%**.

Would you like further details on this or have any additional questions?

Here are five related questions:
1. What is the probability of randomly choosing a car that is either silver or white?
2. How would the total probability change if the fourth most popular color was included?
3. If 1000 cars were surveyed, how many would be expected to have one of the three most popular colors?
4. What is the probability of selecting a car that is not one of the top three most popular colors?
5. How can we verify that the percentages for all colors add up to 100%?

**Tip**: When working with probabilities, remember that the sum of all possible outcomes must always equal 100%.

What is the probability that a randomly chosen car will have one of the three most popular colors?

Learn how to calculate the probability that a randomly chosen car will have one of the three most popular colors: Silver, White, or Black, using percentage data from North America in 2003. This step-by-step solution covers probability and percentage addition concepts, suitable for students in Grades 6-8.

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