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Let M, P and C be the sets of students taking Mathematics courses, Physics courses and Computer science courses respectively in a University having 150 number of students. Assume there are 82 students taking Mathematics, 84 students taking Physics and 80 taking Computer science courses and 53 students taking Mathematics and Physics, 38 students taking Physics and Computer science and 43 students taking Computer science and Mathematics courses. Also 26 students are taking all the three courses. How many students are studying at most one of those courses? 68 56 112 None of the option.

Let M, P and C be the sets of students taking Mathematics courses, Physics courses and Computer science courses respectively in a University having 150 number of students. Assume there are 82 students taking Mathematics, 84 students taking Physics and 80 taking Computer science courses and 53 students taking Mathematics and Physics, 38 students taking Physics and Computer science and 43 students taking Computer science and Mathematics courses. Also 26 students are taking all the three courses. How many students are studying at most one of those courses? 68 56 112 None of the option.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
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Let M, P and C be the sets of students taking Mathematics courses, Physics courses and Computer science courses respectively in a University having 150 number of students. Assume there are 82 students taking Mathematics, 84 students taking Physics and 80 taking Computer science courses and 53 students taking Mathematics and Physics, 38 students taking Physics and Computer science and 43 students taking Computer science and Mathematics courses. Also 26 students are taking all the three courses. How many students are studying at most one of those courses? 68 O 56 112 None of the option.
Transcribed Image Text:Let M, P and C be the sets of students taking Mathematics courses, Physics courses and Computer science courses respectively in a University having 150 number of students. Assume there are 82 students taking Mathematics, 84 students taking Physics and 80 taking Computer science courses and 53 students taking Mathematics and Physics, 38 students taking Physics and Computer science and 43 students taking Computer science and Mathematics courses. Also 26 students are taking all the three courses. How many students are studying at most one of those courses? 68 O 56 112 None of the option.
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