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pentagon [3]
3 years ago
13

A survey of 100 college students who frequent the reading lounge of a university revealed the following results: 41 read Time. 3

4 read Newsweek. 28 read U.S. News & World Report. 16 read Time and Newsweek. 13 read Time and U.S. News & World Report. 12 read Newsweek and U.S. News & World Report. 5 read all three magazines. How many of the students surveyed read none of these magazines?
Mathematics
1 answer:
liubo4ka [24]3 years ago
7 0

Answer: 33students

Step-by-step explanation:

Using set notation;

Let n(U) be total students = 100

n(T) be those that read Time = 41

n(N) be those that read Newsweek=34

n(R) be those that read U.S. News & World Report =28.

n(TnN) for readers of Time and Newsweek = 16.

n(TnR) for readers of Time and Newsweek = 13

n(NnR) for readers of Newsweek and U.S. News & World Report. =12

n(TnNnR) for readers of all three magazines. =5

n(TuNnuR)' for those that read none of the magazines=x

Using the equation in set,

n(TuNuR)' = n(T)+n(N)+n(R)-n(TnN)-n(TnR)-n(NnR)+n(TnNnR)

41+34+28-16-13-12+5= 33

Therefore 33students read none of the magazines.

Note that 'u' means union and 'n' means intersection.

Thank you!

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Can you help me out it would be much appreciate thank you
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Answer:

The answer to the question is 50.28 feet²

Step-by-step explanation:

Here, is why the answer to the problem is 13.72!

The area of the shaded region is:-

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Area of total region is 8² so it is 64 feet²

Area of Circular region formula is πr²

Substitute the values, for the formula and it is π4² = 22/7 × 16

                                                                         → 352/7

                                                                        ⇒ 13.72 Feet²

Therefore, the area of the shaded region is 13.72 Feet²

(Now, we subtract the two values)

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I hope this answer helps!

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