Find the probability that 7 or more were female

To solve this problem, I'll need a bit more information:

1. **Total number of people**: How many people are in the group or sample?
2. **Probability of being female**: What is the probability that any one individual is female?
3. **Distribution type**: Is there any specific distribution assumed here (e.g., binomial, normal approximation)?

Could you provide these details? With them, I'll be able to calculate the probability accurately. 

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Would you like to go over details of calculating probabilities or anything else about the question? Here are some relative questions to expand on this information:

1. How can the binomial distribution be used to model this type of probability problem?
2. What is the probability of getting exactly 7 females in the group?
3. What if we wanted the probability of getting more than 7 females rather than "7 or more"?
4. How can we calculate cumulative probabilities for binomial distributions?
5. What changes if we consider the probability that fewer than 7 were female?

**Tip:** For binomial problems, knowing the number of trials and success probability helps set up the calculation easily!

Find the probability that 7 or more were female.

Learn how to find the probability that 7 or more individuals are female in a sample using binomial distribution and cumulative probability techniques. This guide covers essential probability concepts, relevant formulas, and examples for students in Grades 10-12.

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