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Q49
(CISF/2022)
Miscellaneous & General Knowledge › Important Days, Places & Events
In a group of 30 students, each student has opted for at least one of the two subjects, Hindi and English. Twelve of them have opted for Hindi and twenty-two have opted for English. The number of students who have opted for only English is :
Result
Your answer:
—
·
Correct:
B
Explanation
To find the number of students who opted for only English, we use the principle of set theory. Let H represent the set of students who opted for Hindi and E represent the set of students who opted for English.
- Total students in the group: n(H ∪ E) = 30
- Students who opted for Hindi: n(H) = 12
- Students who opted for English: n(E) = 22
Using the inclusion-exclusion formula:
n(H ∪ E) = n(H
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