Exercises: There are 250 students taking the ACTS review class. There are 215 students taking the Math subject, 158 students taking the English subject, and 161 students taking the Science subject. Each student takes at least one of the three subjects. 145 students take English and Math, 129 students take Math and Science while 85 students take the three subjects. If 10 students take only Science and English, determine the number of students as follows. 1. Taking Math alone 2. Taking two subjects 3. Do not take Science Note: Show the solution ( or explain briefly) on how you come up with your answer.

Exercises: There are 250 students taking the ACTS review class. There are 215 students taking the Math subject, 158 students taking the English subject, and 161 students taking the Science subject. Each student takes at least one of the three subjects. 145 students take English and Math, 129 students take Math and Science while 85 students take the three subjects. If 10 students take only Science and English, determine the number of students as follows. 1. Taking Math alone 2. Taking two subjects 3. Do not take Science Note: Show the solution ( or explain briefly) on how you come up with your answer.

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

Draw the ven diagram, show the solution, and explain briefly.

Exercises:
There are 250 students taking the ACTS review class. There are 215
students taking the Math subject, 158 students taking the English
subject, and 161 students taking the Science subject. Each student takes
at least one of the three subjects. 145 students take English and Math,
129 students take Math and Science while 85 students take the three
subjects. If 10 students take only Science and English, determine the
number of students as follows.
1. Taking Math alone
2. Taking two subjects
3. Do not take Science
Note: Show the solution ( or explain briefly) on how you come up with
your answer.

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