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Binary Mastery Challenge

Total questions: 10

Worksheet time: 6mins

Name
Class
Date
1.

Convert the decimal number 13 to binary.

a)

1101

b)

1011

c)

1110

d)

1001

2.

Convert the binary number 1010 to decimal.

a)

8

b)

10

c)

12

d)

14

3.

What is the result of the binary addition 1011 + 1101?

a)

11000

b)

10100

c)

10010

d)

11010

4.

Convert the decimal number 15 to binary.

a)

1101

b)

1011

c)

11111

d)

0101

5.

Convert the binary number 1110 to decimal.

a)

12

b)

14

c)

20

d)

22

6.

What is the result of the binary addition 1001 + 0011?

a)

1010

b)

1100

c)

1110

d)

10010

7.

Convert the decimal number 31 to binary.

a)

11101

b)

11110

c)

11111

d)

10111

8.

Convert the binary number 100001 to decimal.

a)

33

b)

38

c)

46

d)

48

9.

What is the result of the binary addition 1110 + 1011?

a)

11001

b)

10101

c)

10011

d)

11011

10.

Why is binary used in computing?

a)

It is easier for computers to use a base-10 system.

b)

Binary represents on and off states which are easy to implement with electronic circuits.

c)

Binary allows for more complex calculations than other number systems.

d)

It uses less energy than other number systems.