In a survey of 250 students, 72 liked Math only, 68 liked English only

1.	In a survey of 250 students, 72 liked Math only, 68 liked English only & 30 did not like both subjects. a) Find the number of students liking both subjects. b) Find the number of students liking math. c) Find the number of students liking English. d) How many of them like none of them?
Answer» a) 250 - (72 + 68 + 30) 250 - 170 80 b) 72 + 80 152 c) 68 + 80 148 d) 30 no of STUDENTS liking both subjects = 80 no of students liking math = 152 no of students who LIKE English = 148 no of students who DISLIKE both = 30

In a survey of 250 students, 72 liked Math only, 68 liked English only & 30 did not like both subjects. a) Find the number of students liking both subjects. b) Find the number of students liking math. c) Find the number of students liking English. d) How many of them like none of them?

Answer»

a) 250 - (72 + 68 + 30)

250 - 170

b) 72 + 80

152

c) 68 + 80

148

d) 30

no of STUDENTS liking both subjects = 80

no of students liking math = 152

no of students who LIKE English = 148

no of students who DISLIKE both = 30

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In a survey of 250 students, 72 liked Math only, 68 liked English only & 30 did not like both subjects. a) Find the number of students liking both subjects. b) Find the number of students liking math. c) Find the number of students liking English. d) How many of them like none of them?​

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In a survey of 250 students, 72 liked Math only, 68 liked English only & 30 did not like both subjects. a) Find the number of students liking both subjects. b) Find the number of students liking math. c) Find the number of students liking English. d) How many of them like none of them?