Question

Out of 60 students, 32 are taking English, 36 are taking Math, and 16 are in both classes. Use Venn diagram below to organize the information. English Math I. II. III. U IV. Complete the Venn diagram by entering the number of elements in each region and answer the questions below: Region I = Region II = Region III = Region IV = How many students are in English or Math? How many students are not in English? How many students are in English and not in Math?

          Out of 60 students, 32 are taking English, 36 are taking Math, and 16 are in both classes.
Use Venn diagram below to organize the information.
English
Math
I.
II.
III.
U
IV.
Complete the Venn diagram by entering the number of elements in each region and answer the questions
below:
Region I = 
Region II = 
Region III = 
Region IV = 
How many students are in English or Math?
How many students are not in English?
How many students are in English and not in Math?

Out of 60 students, 32 are taking English, 36 are taking Math, and 16 are in both classes.
Use Venn diagram below to organize the information.
English
Math
I.
II.
III.
U
IV.
Complete the Venn diagram by entering the number of elements in each region and answer the questions
below:
Region I =
Region II =
Region III =
Region IV =
How many students are in English or Math?
How many students are not in English?
How many students are in English and not in Math?

Added by Patrick I.

Business Mathematics and Statistics

Dr. J K Das 2011 Edition

Chapter 4

Instant Answer

Solved by Expert Yujie Wang

Step 1

We know that 32 students are taking English, so we can write 32 in Region I (English). We also know that 36 students are taking Math, so we can write 36 in Region II (Math). Lastly, we know that 16 students are in both classes, so we can write 16 in Region III Show more…

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Out of 60 students, 32 are taking English, 36 are taking Math, and 16 are in both classes. Use the Venn diagram below to organize the information. English Math III. U IV. Complete the Venn diagram by entering the number of elements in each region and answer the questions below: Region I = Region II = Region III = Region IV = How many students are in English or Math? How many students are not in English? How many students are in English and not in Math?