Part 1: Answer the following question:
In a survey of students about favorite sports, the results include 22 who like tennis, 25 who like football, 9 who like tennis and football, 17 who like tennis and baseball, 20 who like football and baseball, 6 who like all three sports, and 4 who like none of the sports. How many students like only tennis and football? How
many students like only tennis and baseball? How many students like only baseball and football?

Part 2: Create a Venn diagram to reflect the in
formation in the question.

Question

Part 1: Answer the following question:
In a survey of students about favorite sports, the results include 22 who like tennis, 25 who like football, 9 who like tennis and football, 17 who like tennis and baseball, 20 who like football and baseball, 6 who like all three sports, and 4 who like none of the sports. How many students like only tennis and football? How
many students like only tennis and baseball? How many students like only baseball and football?

Part 2: Create a Venn diagram to reflect the in
formation in the question.

delaneyparris · Answer

you should describe your Venn diagramand be certain to address the following questions:
•how can a Venn diagram help you solve the problem? 
- How many circles will you need in your diagram
- Where will you place the students who like all 3 sports
- Where will you place the studentswho like none of the sports?

dayakar · Answer

|dw:1444761016935:dw|NUMBER OF STUDENTS WHO LIKES3 SPORTS=6
NUMBER OF STUDENTS WHO LIKES BASEBALL AND TENNIS=17
NUMBER OF STUDENTS WHO LIKES TENNIS AND FOOTBALL= 9
NUMBER OF STUDENTS WHO LIKES FOOTBALL AND BASEBALL=20

NUMBER OF STUDENTS WHO LIKES ONLY BASEBALL AND FOOTBALL=14
NUMBER OF STUDENTS WHO LIKE ONLY TENNIS AND BASEBALL=11
NUMBER OF STUDENTS WHO PLAY NONE= 4