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SITUATION: In a group of 110 students, 65 likes Biology, 45 likes Chemistry, 42 likes Mathematics, 20 likes Biology and Chemistry, 25 likes Biology and Mathematics, 15 likes Chemistry and Mathematics, and 8 likes all the three subjects. A.) Based from the above situation: Give the number of students who like two subjects only B.) Based from the above situation: Give the number of students who like one subject only C.) Based from the above situation: Give the number of students who like at most two subjects D.) Based from the above situation: Give the number of students who like other subject rather than the three E.) Based from the above situation: Give the number of students who like Chemistry and Mathematics only F.) Based from the above situation: Give the number of students who like Biology ONLY. * G.) Based from the above situation: Give the number of students who like Biology or Chemistry H.)Based from the above situation: Give the number of students who like at least two subjects.

SITUATION: In a group of 110 students, 65 likes Biology, 45 likes Chemistry, 42 likes Mathematics, 20 likes Biology and Chemistry, 25 likes Biology and Mathematics, 15 likes Chemistry and Mathematics, and 8 likes all the three subjects. A.) Based from the above situation: Give the number of students who like two subjects only B.) Based from the above situation: Give the number of students who like one subject only C.) Based from the above situation: Give the number of students who like at most two subjects D.) Based from the above situation: Give the number of students who like other subject rather than the three E.) Based from the above situation: Give the number of students who like Chemistry and Mathematics only F.) Based from the above situation: Give the number of students who like Biology ONLY. * G.) Based from the above situation: Give the number of students who like Biology or Chemistry H.)Based from the above situation: Give the number of students who like at least two subjects.

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter10: Matrices
Section10.EA: Extended Application Contagion
Problem 4EA
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SITUATION: In a group of 110 students, 65 likes Biology, 45 likes Chemistry, 42 likes Mathematics, 20 likes Biology and Chemistry, 25 likes Biology and Mathematics, 15 likes Chemistry and Mathematics, and 8 likes all the three subjects. A.) Based from the above situation: Give the number of students who like two subjects only B.) Based from the above situation: Give the number of students who like one subject only C.) Based from the above situation: Give the number of students who like at most two subjects D.) Based from the above situation: Give the number of students who like other subject rather than the three E.) Based from the above situation: Give the number of students who like Chemistry and Mathematics only F.) Based from the above situation: Give the number of students who like Biology ONLY. * G.) Based from the above situation: Give the number of students who like Biology or Chemistry H.)Based from the above situation: Give the number of students who like at least two subjects.
Transcribed Image Text:SITUATION: In a group of 110 students, 65 likes Biology, 45 likes Chemistry, 42 likes Mathematics, 20 likes Biology and Chemistry, 25 likes Biology and Mathematics, 15 likes Chemistry and Mathematics, and 8 likes all the three subjects. A.) Based from the above situation: Give the number of students who like two subjects only B.) Based from the above situation: Give the number of students who like one subject only C.) Based from the above situation: Give the number of students who like at most two subjects D.) Based from the above situation: Give the number of students who like other subject rather than the three E.) Based from the above situation: Give the number of students who like Chemistry and Mathematics only F.) Based from the above situation: Give the number of students who like Biology ONLY. * G.) Based from the above situation: Give the number of students who like Biology or Chemistry H.)Based from the above situation: Give the number of students who like at least two subjects.
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