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Binary Addition, Shifts and Hexadecimal

Total questions: 21

Worksheet time: 30mins

Name
Class
Date
1.

Convert 20 to an binary byte of data:

a)

00010001

b)

00010010

c)

00011000

d)

00010100

2.
What is the answer to 010 + 010?
a)
110
b)
010
c)
100
d)
011
3.

What is binary also known as?

a)

Base 1

b)

Base 2

c)

Base 3

d)

Base 10

4.

Left Binary Shifts

a)

Multiply

b)

Divide

5.

Right Binary Shifts

a)

Multiply

b)

Divide

6.

Moving one place right will

a)

Multiply numbers by 4

b)

Divide numbers by 4

c)

Multiply numbers by 2

d)

Divide numbers by 2

7.

Moving one place left will

a)

Multiply numbers by 4

b)

Divide numbers by 4

c)

Multiply numbers by 2

d)

Divide numbers by 2

8.

A two place left shift on 00001001

a)

10101110

b)

00000010

c)

00100100

d)

00010010

9.

A two place right shift on 01001110

a)

00010011

b)

00000010

c)

00100100

d)

00010010

10.

Doing a 2 bit left logical shift has what effect?

a)

Divides the number by 2

b)

Divides the number by 4

c)

Multiples the number by 2

d)

Multiplies the number by 4

11.

Doing a 3 bit logical right shift has what effect?

a)

Divides by 2

b)

Divides by 4

c)

Divides by 6

d)

Divides by 8

12.

When doing binary division using right logical shifts, answers are:

a)

Rounded up

b)

Rounded down

13.

How many different values can be represented using 8 bits?

a)

128

b)

255

c)

256

d)

999

14.
Convert the Hex number B9 to binary.
a)
10111001
b)
10111000
c)
10111101
d)
10101001
15.
Convert the Hex number DA to binary.
a)
11001010
b)
11011011
c)
11011010
d)
11011110
16.
Convert the Hex number 1F to binary.
a)
00111111
b)
00001111
c)
00010111
d)
00011111
17.
Convert the Hex number 10 to binary.
a)
00010000
b)
00000010
c)
00010100
d)
00100000
18.
Calculate the binary addition:
1001
1011
Use binary addition rules + whiteboards!
a)
10100
b)
010101
c)
011100
d)
01010011
19.
Calculate the binary addition:
1111
1011
Use binary addition rules + whiteboards!
a)
110101
b)
11110
c)
11011
d)
11010
20.
Calculate the binary addition:
01111
11011
Use binary addition rules + whiteboards!
a)
101010
b)
11101001
c)
11001011
d)
1010101111
21.
Calculate the binary addition:
01100000
01101001
Use binary addition rules + whiteboards!
a)
11001001
b)
11101001
c)
11001011
d)
1010101111