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In a committee, 50 people speak Hindi, 20 speak English and 10 speak both English and Hindi. The number of persons speaking at least one of these two language is
38
60
40
none of these
Let F and F represent the set of people in the committee who speak Spanish and French respectively. Given that n(F) = 50, n(S) = 20 and n(S ∩ F) = 10 Use the formula: n(S ∪ F) = n(S) + n(F) - n(S ∩ F) Plug the values, we get 20 + 50 - 10 70 - 10 = 60
Hence, option 2 is the correct answer.
By: Amit Kumar ProfileResourcesReport error
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