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Lesson details
Key learning points
- In this lesson, we will discover how to perform binary shifts, binary addition and develop an understanding of the term 'overflow'.
Licence
This content is made available by Oak National Academy Limited and its partners and licensed under Oak’s terms & conditions (Collection 1), except where otherwise stated.
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4 Questions
Q1.True or False: Binary has a base of 2
True or False: Binary has a base of 2
False
Q2.True or False: Decimal has 10 digits
True or False: Decimal has 10 digits
False
Q3.Convert this value from binary to decimal: 1111
Convert this value from binary to decimal: 1111
14
30
Q4.Convert this value from decimal to binary: 32
Convert this value from decimal to binary: 32
000001
10000
6 Questions
Q1.In binary shifting, which direction do you shift in order to multiply?
In binary shifting, which direction do you shift in order to multiply?
Right
Q2.In binary shifting, which direction do you shift in order to divide?
In binary shifting, which direction do you shift in order to divide?
Left
Q3.TRUE or FALSE: When performing a binary shift for division, any remainders are discarded.
TRUE or FALSE: When performing a binary shift for division, any remainders are discarded.
False
Q4.Perform the following BINARY calculation: 111 + 110 (enter the binary answer only)
Perform the following BINARY calculation: 111 + 110 (enter the binary answer only)
1011
1111
Q5.Perform the BINARY calculation: 11 x 10 (enter the binary answer only)
Perform the BINARY calculation: 11 x 10 (enter the binary answer only)
0110
1110
Q6.Perform the BINARY calculation: 110 / 10 (enter the binary answer only)
Perform the BINARY calculation: 110 / 10 (enter the binary answer only)
10
1011