Question
The venn diagram below shows the results of a survey of recent European travelers and where they went. Use it to answer the following questions. Question Enter your answers using whole numbers or simplified fractions. Do not use words or symbols.(6 points) How many travelers were surveyed in total? %C2%A0 How many people traveled to Dublin?%C2%A0 %C2%A0 How many people surveyed traveled to Paris and Dublin?%C2%A0 %C2%A0 If you were to pick a traveler at random, what is the probability of picking a traveler who traveled to Paris and London?%C2%A0 %C2%A0 If you were to pick a traveler at random, what is the probability of picking a traveler that went to Paris, London and Dublin?%C2%A0 %C2%A0 If you were to pick a traveler at random, what is the probability of picking a traveler that did not go to Paris, London or Dublin?
Answers
GPT-4o mini
To answer the questions based on the Venn diagram, I need the specific values of travelers for each region of the diagram, including overlaps between the cities (Dublin, Paris, and London). Since I don't have access to the diagram you mentioned, I can guide you on how to answer these questions if you provide the data or the relevant numbers.
1. **Total travelers surveyed**: This is usually the sum of all the sections in the Venn diagram. You would add all the unique values for each individual city along with overlaps.
2. **Travelers to Dublin**: You would simply count the number of travelers indicated in the section of the Venn diagram that represents Dublin, including any overlaps with Dublin.
3. **Travelers to both Paris and Dublin**: This would be the number of travelers in the area where the circles for Paris and Dublin intersect.
4. **Probability of picking a traveler who traveled to Paris and London**: You would first need the number of travelers who traveled to both Paris and London. Then, divide that number by the total number of travelers surveyed.
5. **Probability of picking a traveler who traveled to Paris, London, and Dublin**: Once again, find the number of travelers in the section that overlaps all three cities, and divide that by the total number of travelers surveyed.
6. **Probability of picking a traveler that did not go to Paris, London, or Dublin**: To determine this, you would count the number of travelers who fall outside the three circles of the Venn diagram and divide by the total number of travelers surveyed.
If you provide specific numbers or data from the Venn diagram, I can help you compute the answers.
1. **Total travelers surveyed**: This is usually the sum of all the sections in the Venn diagram. You would add all the unique values for each individual city along with overlaps.
2. **Travelers to Dublin**: You would simply count the number of travelers indicated in the section of the Venn diagram that represents Dublin, including any overlaps with Dublin.
3. **Travelers to both Paris and Dublin**: This would be the number of travelers in the area where the circles for Paris and Dublin intersect.
4. **Probability of picking a traveler who traveled to Paris and London**: You would first need the number of travelers who traveled to both Paris and London. Then, divide that number by the total number of travelers surveyed.
5. **Probability of picking a traveler who traveled to Paris, London, and Dublin**: Once again, find the number of travelers in the section that overlaps all three cities, and divide that by the total number of travelers surveyed.
6. **Probability of picking a traveler that did not go to Paris, London, or Dublin**: To determine this, you would count the number of travelers who fall outside the three circles of the Venn diagram and divide by the total number of travelers surveyed.
If you provide specific numbers or data from the Venn diagram, I can help you compute the answers.