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Suppose that 80% of job postings on a career website require applicants to have a college...

Suppose that 80% of job postings on a career website require applicants to have a college degree, 50% of job postings require that an applicant have previous experience in the field, and that 35% of job postings require both that applicants have a college degree and experience in the field.

1. Create a Venn diagram.

2. What is the probability that a random job posting will require a college degree but not experience in the field?

3. What is the probability that a random job posting will require a college degree or experience in the field?

4. What is the probability that a random job posting will not require a college degree and it will not require experience in the field?

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Answer #1

A = job postings on a career website require applicants to have a college degree

B= job postings on a career website require applicants to have a college degree

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