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The table below shows the enrollment in various classes at a certain college. Although no student is enrolled in all three cl
The table below shows the enrollment in various classes at a certain college. Although no student is enrolled in all three cl
admin
2019-02-01
52
问题
The table below shows the enrollment in various classes at a certain college.
Although no student is enrolled in all three classes, 15 are enrolled in both Biology and Physics, 10 are enrolled in both Biology and Calculus, and 12 are enrolled in both Physics and Calculus. How many different students are in the three classes?
选项
A、51
B、88
C、90
D、125
E、162
答案
B
解析
To find the total number of students, you must separate them into nonoverlapping groups so that no one is counted twice. The students taking only Biology are the 50 students minus the 15 also taking Physics and the 10 also taking Calculus, so there are 25 students taking just Biology. Using this same method, the number of students taking just Physics is 35-15-12=8, and the number taking just Calculus is 40-10-12=18. The total number, then, is 25+8+18+10+15+12=88.
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