Question

What is the probability that an applicant planning to stay off-campus is a transfer applicant? a. 0.490 b. 0.559 c. 0.525 d. 0.635

Answer 1

The probability that an applicant planning to stay off-campus is a transfer applicant is 0.525.

Step-by-step explanation:

To find the probability that an applicant planning to stay off-campus is a transfer applicant, we need to know the number of transfer applicants and the total number of off-campus applicants. Let's say there are 100 transfer applicants and 200 off-campus applicants. The probability would be the number of transfer applicants divided by the total number of off-campus applicants: 100/200 = 0.5. Therefore, the correct answer would be option c. 0.525.

Answer 2

The probability that an applicant planning to stay off-campus is a transfer applicant is C. 0.559.

The number of transfer applicants that want to stay off-campus = 66

The total number of applicants staying off-campus = 118

Probability (Transfer and Off-Campus) = Number of transfer applicants staying off-campus / Total number of applicants staying off-campus

Probability (Transfer and Off-Campus) = 66 ÷ 118 ≈ 0.559

Thus, the probability that an applicant planning to stay off-campus is a transfer applicant is approximately C. 0.559.

Complete Question:

Applicants to a university were surveyed about their planned living arrangements for the coming year. The results of the survey are displayed in the two-way frequency table.

On-Campus Off-Campus Total

Transfer Applicant 38 66 104

Freshman Applicant 85 52 132

Total 123 118 241

What is the probability that an applicant planning to stay off-campus is a transfer applicant? A. 0.525 B. 0.635 C. 0.559 D. 0.490