Well, suppose we had decimal numbers.
假设我们有10进制数。
Returns the larger of two decimal Numbers.
返回两个十进制数中较大的一个。
Returns the smaller of two decimal Numbers.
返回两个十进制数中较小的一个。
Rgba (r, g, b, a) - (r, g, b, a are decimal Numbers).
rgba (r,g,b,a)- (r, g, b, a是十进制数)。
Most computers use a coded version of true binary to represent decimal Numbers.
大多数计算机用真正的二进制编码方法表示十进制数。
The next method converts Numbers from the various numeric bases into decimal Numbers.
接下来的方法将不同计数制的数转化为十进制的形式。
IEEE 754 represents floating point Numbers as base 2 decimal Numbers in scientific notation.
IEEE 754用科学记数法以底数为2的小数来表示浮点数。
We could add support for decimal Numbers in the language (currently not supported in the parser).
我们可以在语言中支持十进制数(当前解析器中不支持)。
Let us look at parallels between arithmetic using binary Numbers and arithmetic using decimal Numbers.
我们采用与十进制运算对比的办法来介绍二进制数的运算方法。
Output signal frequency can usually choose to decimal Numbers, to a maximum of 11-digit high resolution.
输出信号频率通常可按十进位数字选择，最高能达11位数字的极高分辨力。
Many decimal Numbers do not represent precisely in binary form — they become repeating or extremely long fractions.
许多不精确的十进制数的二进制形式的代表——他们成为重复或极长的分数。
We don't want decimal numbers with fewer than four digits - excluding leading zeroes - so that 2992 is the first correct answer.
我们不想十进制数字少于四位数-不含前导零，2992是第一个正确答案。
It varies from decimal in that precision decimal Numbers carry not only a numeric value but also an arithmetic precision that is retained.
它与decimal不同，因为精度十进制数不仅包含一个数字值，而且保留了一个算法精度。
These optimizations include trimming leading zeros in decimal Numbers, condensing zero values, and condensing hexadecimal values (see Listing 7).
这些优化包括减少十进制数的前置零，缩短0值和16进制值(见清单7)。
T: Now pick two number between one and ten, including decimal numbers and fractions, then add, subtract, multiply or divide them as you like.
现在从1到10之间挑选两个数，包括小数和分数，然后随意进行加、减、乘、除运算。
BigDecimal is a standard class, with no special support in the compiler, to represent arbitrary-precision decimal Numbers and perform arithmetic on them.
BigDecimal是标准的类，在编译器中不需要特殊支持，它可以表示任意精度的小数，并对它们进行计算。
The original ASCII 7-bit character set mapped the letters, and monetary, numerical, and control-code information to decimal, octal, and hexadecimal numbers.
原来的ASCII 7位字符集将字母、货币、数字和控制码信息映射为十进制、八进制和十六进制数字。
These are based on the IEEE 754 standard, which defines a binary standard for 32-bit floating point and 64-bit double precision floating point binary-decimal Numbers.
它们都依据IEEE 754标准，该标准为32位浮点和64位双精度浮点二进制小数定义了二进制标准。
SQL-92 includes a decimal data type, which is an exact numeric type for representing fixed point decimal Numbers and performs basic arithmetic operation on decimal Numbers.
SQL- 92包括DECIMAL数据类型，它是用于表示定点小数的精确数字类型，它可以对小数进行基本的算术运算。
To understand what these pieces mean, consider an optical character recognition system that scans glyphs printed on paper and converts them into three-digit decimal Numbers.
要理解这些部分的具体含义，请考虑一个光学字符识别系统，该系统扫描纸张上的符号并将它们转换为3位的十进制数。
As a result, BigDecimal is not well-suited for intensive numeric calculation because of the object creation overhead, but it is designed for representing exact decimal Numbers.
因此，因为创建对象的开销，BigDecimal不适合于大量的数学计算，但设计它的目的是用来精确地表示小数。
Floating point and decimal Numbers are not nearly as well-behaved as integers, and you cannot assume that floating point calculations that "should" have integer or exact results actually do.
浮点数和小数不象整数一样“循规蹈矩”，不能假定浮点计算一定产生整型或精确的结果，虽然它们的确“应该”那样做。
This paper puts forward a simple and convenient method of mutual conversion of binary Numbers and decimal Numbers, which USES a form that is very simple and can be used again and again.
本文提出了一种用随手可得可反复使用的位权表进行二进制数与十进制数相互转换的简便方法。
A binary-coded decimal code for representing decimal Numbers in which each decimal digit is represented by seven binary digits which are coefficients of8, 6, 4, 2, 0, 1, 0, respectively.
用于表示十靳制数的一种服进制编码的十进制码，其籽每位十靳制数用七位服进制数来差示，它那钢别是8,6,4,2,0,1和0的系数。
All this playing around with binary numbers has made him wonder why binary time—or, for that matter, decimal time—never caught on in the Western world.
通过摆弄这些二进制数，他不禁发出疑问：二进制时间——或者说，十进制时间——为什么从未在西方世界流行开来。
In the standard decimal representation, almost all real numbers do not have a terminating decimal representation.
在标准的十进制中，几乎所有实数都不能用有限小数表示。
Numerous clocks were made in France and elsewhere during the 19th century with faces showing both the Numbers 1-12 for standard time and 1-10 for decimal time.
在19世纪的法国和世界其它地方做了很多这样的表：表面上既显示表示标准时间的1到12，还显示表示十进制时间的1到10。
For floating-point Numbers, you place a decimal as the separator between the whole part of the number and the fraction.
对于浮点数，您将在整数部分和小数部分之间放置小数点。
All this playing around with binary Numbers has made him wonder why binary time-or, for that matter, decimal time-never caught on in the Western world. Decimal time has been tried on many occasions.
通过摆弄这些二进制数，笔者不由引发一个疑问：二进制时间——或者十进制时间——为什么从未在西方世界流行开来。
In most programming languages, Numbers that include a decimal fraction are called floating-point Numbers, which are used to approximate real Numbers in mathematics.
在大部分的编程语言中，包含了小数点的数字称之为浮点数，可以用它来表示数学中的实数。
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