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== Preface:<br> == | == Preface:<br> == | ||
| − | Everyday we view numbers and use them for our work, studies or just for fun. The key factor is how we can understand these numbers and then use them. But how can we get a computer to recognize regular, everyday numbers such as 2013, 777 and 123? A basic computer cannot recognize these numbers in this form but we can change the form to a more logical, algorithmic form. This logical form which is known as binary has been made specifically for computers to be able to read and interpret numbers. This Slecture will describe how to convert normal everyday number format to binary.<br> | + | Everyday we view numbers and use them for our work, studies or just for fun. The key factor is how we can understand these numbers and then use them. But how can we get a computer to recognize regular, everyday numbers such as 2013, 777 and 123? A basic computer cannot recognize these numbers in this form but we can change the form to a more logical, algorithmic form. This logical form which is known as binary has been made specifically for computers to be able to read and interpret numbers. This Slecture will describe how to convert normal everyday number format to binary.<br> |
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| − | == Examples of binary and basic binary to integer translation | + | == Examples of binary and basic binary to integer translation == |
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| − | == Recognizing different bases of numbers and binary | + | == Recognizing different bases of numbers and binary == |
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| − | == Base 10 to base 16 & vice-versa conversion example | + | == Base 10 to base 16 & vice-versa conversion example == |
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== Other base examples == | == Other base examples == | ||
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Revision as of 07:39, 23 May 2013
Contents
- 1 ECE 270 Slecture 1: Converting Integers to Binary
- 1.1 Preface:
- 1.2 Examples of binary and basic binary to integer translation
- 1.3 Recognizing different bases of numbers and binary
- 1.4 Base 10 to base 16 & vice-versa conversion example
- 1.5 Base 2 to base 10 & vice-versa conversion example
- 1.6 Base 2 to base 16 & vice-versa conversion example
- 1.7 Other base examples
- 1.8
- 1.9
ECE 270 Slecture 1: Converting Integers to Binary
Slecture made by Robert Wayner
Preface:
Everyday we view numbers and use them for our work, studies or just for fun. The key factor is how we can understand these numbers and then use them. But how can we get a computer to recognize regular, everyday numbers such as 2013, 777 and 123? A basic computer cannot recognize these numbers in this form but we can change the form to a more logical, algorithmic form. This logical form which is known as binary has been made specifically for computers to be able to read and interpret numbers. This Slecture will describe how to convert normal everyday number format to binary.
Examples of binary and basic binary to integer translation
Recognizing different bases of numbers and binary
Base 10 to base 16 & vice-versa conversion example
Base 2 to base 10 & vice-versa conversion example
Base 2 to base 16 & vice-versa conversion example
Other base examples
