Number Bases

1 minutes
Share the link to this page
Copied
  Completed
You need to have access to the item to view this lesson.
One-time Fee
$69.99
List Price:  $99.99
You save:  $30
€67.18
List Price:  €95.97
You save:  €28.79
£55.85
List Price:  £79.79
You save:  £23.94
CA$98.21
List Price:  CA$140.31
You save:  CA$42.09
A$107.62
List Price:  A$153.75
You save:  A$46.13
S$94.24
List Price:  S$134.64
You save:  S$40.39
HK$544.83
List Price:  HK$778.36
You save:  HK$233.53
CHF 62.54
List Price:  CHF 89.34
You save:  CHF 26.80
NOK kr774.97
List Price:  NOK kr1,107.14
You save:  NOK kr332.17
DKK kr501
List Price:  DKK kr715.75
You save:  DKK kr214.74
NZ$119.95
List Price:  NZ$171.37
You save:  NZ$51.41
د.إ257.07
List Price:  د.إ367.26
You save:  د.إ110.19
৳8,361.58
List Price:  ৳11,945.63
You save:  ৳3,584.04
₹5,909.84
List Price:  ₹8,442.99
You save:  ₹2,533.15
RM312.71
List Price:  RM446.75
You save:  RM134.04
₦118,484.88
List Price:  ₦169,271.38
You save:  ₦50,786.49
₨19,443.22
List Price:  ₨27,777.22
You save:  ₨8,334
฿2,412.28
List Price:  ฿3,446.26
You save:  ฿1,033.98
₺2,418.32
List Price:  ₺3,454.90
You save:  ₺1,036.57
B$406.01
List Price:  B$580.04
You save:  B$174.03
R1,270.71
List Price:  R1,815.38
You save:  R544.66
Лв131.35
List Price:  Лв187.66
You save:  Лв56.30
₩98,301.65
List Price:  ₩140,436.95
You save:  ₩42,135.30
₪260.01
List Price:  ₪371.46
You save:  ₪111.45
₱4,125.14
List Price:  ₱5,893.31
You save:  ₱1,768.17
¥10,832.35
List Price:  ¥15,475.45
You save:  ¥4,643.10
MX$1,429.79
List Price:  MX$2,042.64
You save:  MX$612.85
QR255.18
List Price:  QR364.56
You save:  QR109.38
P956.90
List Price:  P1,367.06
You save:  P410.16
KSh9,061.51
List Price:  KSh12,945.58
You save:  KSh3,884.06
E£3,475.01
List Price:  E£4,964.52
You save:  E£1,489.50
ብር8,566
List Price:  ብር12,237.67
You save:  ብር3,671.66
Kz63,900.87
List Price:  Kz91,290.87
You save:  Kz27,390
CLP$68,444.99
List Price:  CLP$97,782.75
You save:  CLP$29,337.76
CN¥506.93
List Price:  CN¥724.22
You save:  CN¥217.29
RD$4,217.06
List Price:  RD$6,024.63
You save:  RD$1,807.57
DA9,397.90
List Price:  DA13,426.15
You save:  DA4,028.25
FJ$159.29
List Price:  FJ$227.57
You save:  FJ$68.27
Q540.13
List Price:  Q771.64
You save:  Q231.51
GY$14,638.82
List Price:  GY$20,913.50
You save:  GY$6,274.67
ISK kr9,773.54
List Price:  ISK kr13,962.80
You save:  ISK kr4,189.25
DH703.91
List Price:  DH1,005.63
You save:  DH301.72
L1,275.33
List Price:  L1,821.98
You save:  L546.64
ден4,132.76
List Price:  ден5,904.20
You save:  ден1,771.43
MOP$561.01
List Price:  MOP$801.48
You save:  MOP$240.46
N$1,268.91
List Price:  N$1,812.81
You save:  N$543.90
C$2,574.70
List Price:  C$3,678.31
You save:  C$1,103.60
रु9,449.77
List Price:  रु13,500.25
You save:  रु4,050.48
S/265.32
List Price:  S/379.05
You save:  S/113.72
K281.71
List Price:  K402.47
You save:  K120.75
SAR262.77
List Price:  SAR375.40
You save:  SAR112.63
ZK1,934.92
List Price:  ZK2,764.29
You save:  ZK829.37
L334.42
List Price:  L477.77
You save:  L143.34
Kč1,702.59
List Price:  Kč2,432.37
You save:  Kč729.78
Ft27,646.05
List Price:  Ft39,496.05
You save:  Ft11,850
SEK kr772.42
List Price:  SEK kr1,103.50
You save:  SEK kr331.08
ARS$70,251.41
List Price:  ARS$100,363.46
You save:  ARS$30,112.05
Bs483.50
List Price:  Bs690.75
You save:  Bs207.24
COP$307,238.59
List Price:  COP$438,931.09
You save:  COP$131,692.49
₡35,641.51
List Price:  ₡50,918.63
You save:  ₡15,277.11
L1,768.23
List Price:  L2,526.16
You save:  L757.92
₲546,248.87
List Price:  ₲780,388.98
You save:  ₲234,140.10
$U2,983.14
List Price:  $U4,261.82
You save:  $U1,278.67
zł291.40
List Price:  zł416.31
You save:  zł124.90
Already have an account? Log In

Transcript

Topic one number basis we are used to using the decimal system. In this system each digit is represented using a number between zero and nine. This gives 10 different possibilities for each digit. And therefore this system can also be referred to his base 10. We use this every day without thinking about it. And most of the numbers you come across each day will be in the decimal system, whether they are written down or spoken aloud.

There are however different number systems and we must be familiar with two of them. The first is called binary and is also known as base two. In this system, each digit can only be represented by two different numbers hence base two. This is the language that computer systems use to operate. Another number system is called hexadecimal. In this system, each digit can be represented by 16 different possibilities and this therefore is known as base 16.

Quick question for you to try. If each of the digits in a decimal number are represented by a value from zero to nine, what are the values that are used to represent the digits in a binary system? Pause the video if you need to think about your answer. Second question for you to try. What values are used to represent each of the digits in hexadecimal if there are 16 possibilities? Pause the video and write down your answer.

As you can see, after the number nine letters are used to represent double digit numbers up to 15

Sign Up

Share

Share with friends, get 20% off
Invite your friends to LearnDesk learning marketplace. For each purchase they make, you get 20% off (upto $10) on your next purchase.