In a class of 400 students, 180 read english, 270 read hindi and 371 read sanskrit, at least how many students read all the three subjects.
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Answer:Let A be the set of people who don't read English, B the set of people who don't read Sanskrit, C the set of people who don't read Hindi. The number of people who don't read all three languages is
#(A∪B∪C)≤#(A)+#(B)+#(C)=220+29+130=379,
so the number of people who do read all three languages is at least 400−379=21.
Step-by-step explanation:
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