wayground logo

Free Printable Worksheets

Font size

S
M
L
XL
Worksheets

Practice Exercises (Week 2)

Total questions: 10

Worksheet time: 9mins

Name
Class
Date
1.

Venn diagram is composed of

a)

1 Rectangle

b)

2 Circles

c)

Rectangle and 2 Circles

d)

Shaded regions

2.

If a rectangle represents the Universal set, two circles represents the

a)

power set

b)

set

c)

subset

d)

superset

3.

If the similarities between the two groups being compared refer to intersection of two sets, then the differences between the two groups being compared refer to

a)

complement of a set

b)

difference of two sets

c)

intersection of two sets

d)

union of two sets

4.

If the word both corresponds to the intersection of two sets, then the word only corresponds to

a)

complement of a set

b)

difference of two sets

c)

intersection of a set

d)

union of two sets

5.

A group of 60 students were asked whether they watch TV programs or videos in the social media platforms, or both. Thirty-eight of these students watch TV programs and 32 watch videos in the social media platforms. How many watch TV programs only?

a)

22

b)

28

c)

32

d)

38

6.

A group of 60 students were asked whether they watch TV programs or videos in the social media platforms, or both. Thirty-eight of these students watch TV programs and 32 watch videos in the social media platforms. How many watch videos in the social media platforms only?

a)

22

b)

28

c)

32

d)

38

7.

A group of 60 students were asked whether they watch TV programs or videos in the social media platforms, or both. Thirty-eight of these students watch TV programs and 32 watch videos in the social media platforms. How many students watch both TV programs and videos in the social media platforms?

a)

32

b)

28

c)

22

d)

10

8.

If you were asked to find the number of students that are members of both groups, then you will attempt to look for

a)

n(AB)n\left(A\cap B\right)

b)

n(AB)n\left(A\cup B\right)

c)

n(AB)n\left(A-B\right)

d)

n(A)n\left(A\right)

9.

If you were asked to find the number of students that are members of one group only, then you will attempt to look for

a)

n(AB)n\left(A-B\right)

b)

n(BA)n\left(B-A\right)

c)

n(AB) or n(BA)n\left(A-B\right)\ \ \ \ \ or\ \ \ \ n\left(B-A\right)

10.

If you were asked to find the number of students that are members of either groups, then you will attempt to look for

a)

n(AB)n\left(A\cup B\right)

b)

n(AB)n\left(A\cap B\right)

c)

n(AB)n\left(A-B\right)

d)

n(BA)n\left(B-A\right)