文件名称:Baseconversion
- 所属分类：
- 汇编语言
- 资源属性：
- [ASM] [源码]
- 上传时间：
- 2012-11-26
- 文件大小：
- 4kb
- 下载次数：
- 0次
- 提 供 者：
- mohamme********
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- 无
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Base n means that each place (x) in the number represents nx. (n0, n1, n2, n3, etc.)
Valid digits in base n are 0 to n-1.When working with numbers in different bases a subscr ipt is usually used to indicate the base (e.g. 25310 means 253 in base 10).
We can represent any number in any base. The number will usually look different when expressed in another base, but its value is the same. When a number is stored in the computer’s memory, it has a specific value we can show it using base 10, base 2, base 16, etc., but the value never changes only the representation changes.-Base n means that each place (x) in the number represents nx. (n0, n1, n2, n3, etc.)
Valid digits in base n are 0 to n-1.When working with numbers in different bases a subscr ipt is usually used to indicate the base (e.g. 25310 means 253 in base 10).
We can represent any number in any base. The number will usually look different when expressed in another base, but its value is the same. When a number is stored in the computer’s memory, it has a specific value we can show it using base 10, base 2, base 16, etc., but the value never changes only the representation changes.
Valid digits in base n are 0 to n-1.When working with numbers in different bases a subscr ipt is usually used to indicate the base (e.g. 25310 means 253 in base 10).
We can represent any number in any base. The number will usually look different when expressed in another base, but its value is the same. When a number is stored in the computer’s memory, it has a specific value we can show it using base 10, base 2, base 16, etc., but the value never changes only the representation changes.-Base n means that each place (x) in the number represents nx. (n0, n1, n2, n3, etc.)
Valid digits in base n are 0 to n-1.When working with numbers in different bases a subscr ipt is usually used to indicate the base (e.g. 25310 means 253 in base 10).
We can represent any number in any base. The number will usually look different when expressed in another base, but its value is the same. When a number is stored in the computer’s memory, it has a specific value we can show it using base 10, base 2, base 16, etc., but the value never changes only the representation changes.
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BASE CONVERSION.asm