A computer company hired interns from a group of 234 applicants. The table shows the numbers of applicants who were or were not computer science majors, and the numbers of applicants who were or were not hired.
7ead6f43-1c5b-49f6-8ce1-7af4820f36d5.jpg
Match the probabilites with the description.
Column A
1.
What is the probability that the intern had a Computer Science Major and did not get hired.:
What is the probability that the intern had a Computer Science Major and did not get hired.
2.
What is the probability that the intern had a major other than Computer Science?:
What is the probability that the intern had a major other than Computer Science?
3.
What is the probability that a Computer Science Major was hired?:
What is the probability that a Computer Science Major was hired?
4.
What is the probability that an intern with a major other than Computer Science was not hired?:
What is the probability that an intern with a major other than Computer Science was not hired?
Column B
1. P(Computer Science Major and Not Hired)
2. P(Not Computer Science Major)
3. P(Hired given Computer Science Major)
4. P(Not Hired given Not Computer Science Major)
A computer company hired interns from a group of 234 applicants. The table shows the numbers of applicants who were or were not computer science majors, and the numbers of applicants who were or were not hired.
7ead6f43-1c5b-49f6-8ce1-7af4820f36d5.jpg
Match the probabilites with the description.
Column A
1.
What is the probability that the intern had a Computer Science Major and did not get hired.:
What is the probability that the intern had a Computer Science Major and did not get hired.
2.
What is the probability that the intern had a major other than Computer Science?:
What is the probability that the intern had a major other than Computer Science?
3.
What is the probability that a Computer Science Major was hired?:
What is the probability that a Computer Science Major was hired?
4.
What is the probability that an intern with a major other than Computer Science was not hired?:
What is the probability that an intern with a major other than Computer Science was not hired?
Column B
1. P(Computer Science Major and Not Hired)
2. P(Not Computer Science Major)
3. P(Hired given Computer Science Major)
4. P(Not Hired given Not Computer Science Major)
in percentange Answer this A computer company hired interns from a group of 234 applicants. The table shows the numbers of applicants who were or were not computer science majors, and the numbers of applicants who were or were not hired.
7ead6f43-1c5b-49f6-8ce1-7af4820f36d5.jpg
Match the probabilites with the description.
Column A
1.
What is the probability that the intern had a Computer Science Major and did not get hired.:
What is the probability that the intern had a Computer Science Major and did not get hired.
2.
What is the probability that the intern had a major other than Computer Science?:
What is the probability that the intern had a major other than Computer Science?
3.
What is the probability that a Computer Science Major was hired?:
What is the probability that a Computer Science Major was hired?
4.
What is the probability that an intern with a major other than Computer Science was not hired?:
What is the probability that an intern with a major other than Computer Science was not hired?
Column B
1. P(Computer Science Major and Not Hired) = 14/234 = 5.98%
2. P(Not Computer Science Major) = 142/234 = 60.68%
3. P(Hired given Computer Science Major) = 44/92 = 47.83%
4. P(Not Hired given Not Computer Science Major) = 94/142 = 66.20%
A high school class conducts a survey where students are asked about their eye color and whether or not they wear glasses. The two-way table below shows the results of the survey as relative frequencies.
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A. Based on thee results of the survey, what is the probability, rounded to the nearest tenth, that a student had blue eyes and wore glasses?
B. Based on the results of the survey, what is the probability, rounded to the nearest tenth, that a student's eye color is brown given that the student wears glasses?
Word Bank:
16%24%20%42.9%8%12%4%
A. The probability that a student had blue eyes and wore glasses is 8%.
B. The probability that a student's eye color is brown given that the student wears glasses is 42.9%.