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30 students in Joe’s class are maths students, 40 are English students and 15 are both maths and English students. How many of them are maths students only?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
students
20 students in Joe’s class play football, 30 play volleyball and 10 play both football and volleyball. How many of them play football, volleyball or both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
students
20 students in Joe’s class play football, 30 play volleyball and 10 play both football and volleyball. How many of them play football but not volleyball?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
students
40 students in Joe’s class play football, 30 play volleyball and 20 play both football and volleyball. How many of them play volleyball but not football?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
students
40 students in Joe’s class are maths students, 50 are English students and 25 are both maths and English students. How many of them offer maths, English and both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
students
5 of the students in Hayley's class like to eat eggs. 4 students like to eat yogurt, and 2 students like to eat both eggs and yogurt. How many students like to eat eggs or yogurt or both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
_______ students
Of the people in Eric's apartment building, 5 have been in a choir. 3 people have been on TV. 2 people have been both in a choir and on TV. How many people have been in a choir but not on TV?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
________ people
5 of the people in Cooper's family can swim the breaststroke. 9 people can swim the sidestroke, and 3 people can swim both the breaststroke and the sidestroke. How many people can swim the sidestroke but not the breaststroke?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
________ people
Of the people in Elizabeth's neighborhood, 5 like to write and 3 like to dance. 1 person likes to both write and dance. How many people like to write or dance or both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
_______ people
Of the people on Anne's street, 5 have been to Kentucky. 4 people have been to Florida. 1 person has been to both Kentucky and Florida. How many people have been to Kentucky but not Florida?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
________ people
6 of the people on Candice's street like hail and 10 like rain. 4 people like both hail and rain. How many people like rain but not hail?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
________ people
5 of the students in Billy's class know how to swim and 3 know how to roller skate. 1 student knows both how to swim and how to roller skate. How many students know how to roller skate but not how to swim?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
_______ students
Of the people in Zach's neighborhood, 7 like skiing. 6 people like sledding. 4 people like both skiing and sledding. How many people like skiing or sledding or both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
_______ people
7 of the children in Hugo's class have a yellow jump rope and 10 have a blue playground ball. 5 children have both a yellow jump rope and a blue playground ball. How many children have a yellow jump rope or a blue playground ball or both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
________ children
10 of the students in Dakota's class have seen a dolphin. 9 students have seen an octopus, and 7 students have seen both a dolphin and an octopus. How many students have seen a dolphin or an octopus or both?
Hint: Copy and complete the Venn diagram below to help you solve the problem.
_________ students
