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- The binary number system has two as its base. 二进制数字系统是以2为基数的。
- binary number base 二进制数字
- pure binary number base 简单二进计数制
- Converts a binary number to hexadecimal. 将二进制数转换为十六进制数。
- The bindec() function converts a binary number to a decimal number. 函数的作用是：将一个二进制数字转换为十进制数字。
- The decimal equivalent of a binary number can be found by expanding it into a power series with a base of 2. 一个二进制数字可以通过扩大以2为基准的幂级数来等同于十进制。
- The decbin() function converts a decimal number to a binary number. 函数的作用是：将一个十进制数字转换为二进制。
- What is the hexadecimal equivalent for the binary number 00100101? 二进制数00100101的十六进制形式是？
- Computers use the binary number system. A binary digit is called a bit. 计算机使用二进制数字系统。一个二进制数字称为一位。
- Computers operate using binary numbers. 计算机运行运用二进位制。
- All the computers now being used are based on the binary number system. 现在所使用的一切计算机都以二进制为基础。
- Binary digit: The digits used in the binary number system; i.e.: a 0 or a 1. 二进制数字:是二进制数所用的数字;它们是“0”或“1”。
- Convert the following denary numbers base 8. 把下列各十进制换算成以8为基值的数。
- Audio waves can be converted to digital form by an ADC (Analog Digital Converter). An ADC takes an electrical voltage as input and generates a binary number as output. 声波可以通过ADC（模拟数字转换器）转换到数字形式，ADC采用电压作为输入并产生二进制数作为输出。
- Serial.println(b, BIN) prints b as a binary number in an ASCII string followed by a carriage return and a linefeed. 以二进数据形式输出b的ASCII编码值，并同时跟随一个回车和换行符。
- In binary arithmetic, a complementation process where all the 1's in a binary number are changed to 0's and vice versa. 二进制运算中的一种求反过程,在这种过程中,二进制数中的所有1都变换成0,所有的0都变换成1。
- There are various ways of obtaining the powers and roots of binary numbers. 求二进制数的乘方和开方的方法有多种。
- There is no literal representation for binary numbers in C, C++ or Java. 在C，C++或者Java中，对二进制数字没有相应的“字面”表示方法。
- The counter output, which represents a binary number, decreases by 1 any time the counter is triggered by a pulse. 每当计数器被时钟脉冲触发一次时，计数器输出的二进制数便累减1。
- In binary arithmetic, a complementation process where all the1's in a binary number are changed to0's and vice versa. 二进制运算中的一种求反过程，在这种过程中，二进制数中的所有1都变换成0，所有的0都变换成1。
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