There are 200 male students at a particular school. Of these, 58 play football. 40 play basketball, and
8 play both
a) Draw and label a Venn diagram for this situation.
b) How many play both sports.
c) How many play basketball but not football?
d) How many play football but not basketball?
e) How man do not play football or basketball?
CORRECT ANSWERS ONLY
Answers
Answer:
B) 8 play both
C)32 play only basketball
D) 50 play only football
E) 110 play none
The Venn Diagram is a method of representing stets in a logical manner. The number of students who don't play any of the sports is 110.
What is Venn Diagram?The Venn Diagram is a method of representing stets in a logical manner.
Given that there are 200 male students at the school. Also, Of these, 58 play football, 40 play basketball, and 8 play both.
A.) The venn diagram can be drawn as shown below.
B.) The number of students who play both sports is 8.
C.) The number of students who play basketball but not football, are the student in the blue circle. Therefore, the number of students is 32.
D.) The number of students who play football but not basketball, are the student in the red circle. Therefore, the number of students is 50.
E.) The number of students who don't play any of the sports,
= Total student - Basketball playing student - Football playing student
- both sports playing student
= 200 - 50 - 32 - 8
= 110
The number of students who don't play any of the sports is 110.
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Step-by-step explanation:
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Answers
Answer:
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Step-by-step explanation:
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Answers
The proof is shown below:
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