NVC. Fifty eight of them will be taking up a math class, 60 students will be taking up an English Class and 53 will be taking up Science class. Ten students signed up for both Math and English, 8 signed up for both English and Science and 12 signed up for both Math and Science. Five students enrolled in all the 3 subjects. a) How many students are enrolled in the Mathematics only?
NVC. Fifty eight of them will be taking up a math class, 60 students will be taking up an English Class and 53 will be taking up Science class. Ten students signed up for both Math and English, 8 signed up for both English and Science and 12 signed up for both Math and Science. Five students enrolled in all the 3 subjects. a) How many students are enrolled in the Mathematics only?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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NVC. Fifty eight of them will be taking up a math class, 60 students will be taking up an English Class and 53 will be taking up Science class. Ten students signed up for both Math and English, 8 signed up for both English and Science and 12 signed up for both Math and Science. Five students enrolled in all the 3 subjects.
a) How many students are enrolled in the Mathematics only?
b) How many students are enrolled in English only?
c) How many students are enrolled in Science only?
d) How many students will not be taking up any of the 3 subjects?
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