3.14 Bits, Bytes and Binary

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Last updated 8:13 AM on 4/24/26
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34 Terms

1
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How many bits is a nibble?

4 bits

2
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How many bits is a byte?

8 bits

3
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Kibibyte

210 = 1024

4
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Mebibyte

220

5
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Gibibyte

230

6
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Tebibyte

240

7
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Pebibyte

250

8
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Exibyte

260

9
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Zebibyte

270

10
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Yobibyte

280

11
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Kilobyte

103

12
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Megabyte

106

13
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Gigabyte

109

14
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Terabyte

1012

15
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Petabyte

1015

16
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Exabyte

1018

17
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Zettabyte

1021

18
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Yottabyte

1024

19
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How many bits did ASCII use?

7 bits

20
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How would Cat be stored with ASCII? A=065, a=097, z=122

C: 067
a: 097
t: 116

21
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Why is the number character not the same as the actual number value? e.g ‘7’ and 7?

Because the ASCII value of ‘7’ is 55, not 7, therefore 7 + '7' = 62 and not 14.

22
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Why was Unicode introduced?

To provide a universal character encoding standard that could represent characters from all the world's writing systems in a single standard.

23
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How was compatibility with ASCII and Unicode maintained?

The first 128 codes remained the same in Unicode as ASCII.

24
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How many bits does UTF-16 encoding use?

16 bits.

25
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What’s a disadvantage of using Unicode?

  • Increased file size

  • Increased transmission time

26
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What’s a parity bit?

An additional bit that is used to check that the other bits transmitted are likely to be correct.

27
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How does odd parity determine if the received bits are likely to be correct?

There should be odd number of 1s including the parity bit.

28
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How does odd parity determine if the received bits are likely to be correct?

There should be even number of 1s including the parity bit.

29
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What should the parity bit set to for 0010110 using odd parity?

0

30
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How does majority voting work?

  • Each bit is sent three times.

  • If a bit value is changed during transmission, the recipient would use the majority rule

  • and assume that the other two bits have not changed and therefore correct

31
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What’s a disadvantage of majority voting?

Triple the volume of data is sent.

32
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How could a parity bit system potentially fail?

If two bits are flipped erroneously during transmission, the total number of 1s will still be even/odd.

33
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How does a checksum detect errors?

  1. A mathematical algorithm is applied to a unit of data which creates a checksum value

  2. Checksum value transmitted with the unit of data

  3. Same algorithm applied on recipient device on received data

  4. If checksums are the same, data has been transmitted correctly

34
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How does a check digit detect errors?

  1. A mathematical algorithm is applied to all digits except the check digit, producing a calculated value

  2. This value is compared to the check digit (the last digit)

  3. If they match, no error is detected; if they differ, an error has occurred and the data is rejected