A university requires its biology majors to take a course called BioResearch. The prerequisite for this course is that students must have taken either a Statistics course or a computer course. B the time they are juniors, 52% of the Biology majors have taken Statistics, 23% have taken a computer course, and 7% have done both. a. What percent of the junior Biology majors are unable to take BioResearch? b. What's the probability that a junior Biology major who has taken Statistics has also taken a computer course? c. Are taking these two courses disjoint events? Explain.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.8: Probabilities Of Disjoint And Overlapping Events
Problem 2C
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A university requires its biology majors to take a course called BioResearch. The prerequisite
for this course is that students must have taken either a Statistics course or a computer course. By
the time they are juniors, 52% of the Biology majors have taken Statistics, 23% have taken a
computer course, and 7% have done both.
a. What percent of the junior Biology majors are unable to take BioResearch?
b. What's the probability that a junior Biology major who has taken Statistics has also
taken a computer course?
c. Are taking these two courses disjoint events? Explain.
d. Are taking these two courses independent events? Explain.
Transcribed Image Text:A university requires its biology majors to take a course called BioResearch. The prerequisite for this course is that students must have taken either a Statistics course or a computer course. By the time they are juniors, 52% of the Biology majors have taken Statistics, 23% have taken a computer course, and 7% have done both. a. What percent of the junior Biology majors are unable to take BioResearch? b. What's the probability that a junior Biology major who has taken Statistics has also taken a computer course? c. Are taking these two courses disjoint events? Explain. d. Are taking these two courses independent events? Explain.
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