how to decimal to binary

The JDK has enabled us to implement decimal binary, octal, hex, using integer.tobinarystring (x), integer.tooctalstring (x), integer.tohexstring (x) You can convert x to the corresponding binary, octal, 16-in form. We can also achieve binary, octal

Code highlighting produced by Actipro CodeHighlighter (freeware)http://www.CodeHighlighter.com/--> # ! /Usr/bin/Python Def Bin (x ):Result =   '' X = INT (X) While X > 0:MoD = X %   2 X /=   2

alert (parseint ("101101", 2) RunCode function Tobin (intnum) { var answer = ""; If (/\ D + /. test (intnum) { while (intnum! = 0) { answer = math. ABS (intnum % 2) + answer; intnum = parseint (intnum/2); } If (answer. length = 0) answer = "

/* Binbit. C -- using bit operations to display binary */# include char * itobs (INT, char *); void show_bstr (const char *); int main (void) {char bin_str [8 * sizeof (INT) + 1]; int number; puts ("Enter integers and see them in binary. "); puts ("

Convert decimal to binary: The result is 1 after 2 rounds.Write the remainder and the last 1 in descending order as the result.For example, 302302/2 = 151 + 0151/2 = 75 + 175/2 = 37 + 137/2 = 18 + 118/2 = 9 + 09/2 = 4 + 14/2 = 2 + 02/2 = 1 + 0The

/******************************* 10-digit conversion to 2-digit output *******************************/# Include Using namespace std;Void convert (int );Int main (void ){Int data;Cout Cin> data;Convert (data );Return 0;}/** Function */Void convert

Purpose: Converts a decimal number x to a binary number and prints it out. Main idea: On my machine, a short variable occupies two bytes, a continuous 16-bit, first define a short variable i, and then divide it into two eight-bit parts (s, (s+1)),

# Include # Define NUM 2# Define ZERO 0.000001 Void integer (int n){If (n> 0){Integer (n/NUM );Printf ("% d", n % NUM );}} Void decimal (double m){If (m> ZERO){M = m * NUM;Printf ("% d", (long) m );Decimal (m-(long) m );}} Void main (){Double f;

[Java] // convert hexadecimal to hexadecimal Integer. toHexString (20); // convert toHexString to binary Integer. toBinaryString (10); // hexadecimal to hexadecimal Integer. parseInt ("10", 16); // returns a hexadecimal Integer in hexadecimal

# Include # include # include using namespace STD; string dectobinary (const string & dec) {int I, Len, Sta; stack S; Len = dec. length (); int * num = new int [Len + 1]; for (I = 0; I dec) {If (Dec [0] = '0') break; bin = dectobinary (DEC);

Function prototype:   // Convert to binary char * convertto2string (long number); // convert to hexadecimal char * convertto16string (long number ); Ideas: The binary conversion is simple. You can complete the two-step conversion, 1: The

Conversion from MySQL code Note: decimal. c Bytes ------------------------------------------------------------------------------------------------------------ *Convert decimal to its binary fixed-length RepresentationTwo representations of the same

# Include # Include # Includeusing namespace std; int main (int agrc, char * agrv []) {int iInPut = 0; while (cin> iInPut) {string sBinary; // The converted binary data is stored as a string. The default constructor called is initially

When the calculator shows the binary digits, if it starts with 0, it will not be displayed. For people mixed in single-chip microcomputer, this is sometimes very troublesome, so write a small tool. The function is to input a decimal number and then

# Include # include # Include using namespace STD; int main (INT agrc, char * agrv []) {int iinput = 0; while (CIN> iinput) {string sbinary; // The converted binary data is stored as a string. The default constructor called is initially converted

/* Binary. C -- prints integer in binary form */# include void to_binary (unsigned long n); int main (void) {unsigned long number; printf ("enter an integer (Q to quit): \ n "); while (scanf ("% ul", & number) = 1) {printf ("binary equivalent:");

#include Converts decimal numbers to binary digitsvoid fun_1 (int n){if (ncoutif (n>=2){Fun_1 (N/2);cout}}Decimal digits converted into octal digitsvoid fun_2 (int n){if (ncoutif (n>=8){Fun_2 (N/8);cout}}Converts decimal numbers to hexadecimal

---restore content starts---In-processIn general life, we have been in the application of the decimal, is every ten into one, and today we want to contact is, computer programming commonly used in the system! First of all we need to know that the

Explanation: mutual conversion of binary, octal, decimal, and hexadecimal values: in addition to the remainder of 2, the integers are arranged in reverse order, that is, each time an integer is divided by 2, and the remainder is the number on the

99: the binary value is 1100011, The octal value is 143, and The hexadecimal value is 63.113: 110001 161 71127: 100100111 447 127192: 11000000 300 C0324: 101000100 504 144 Algorithm: Mutual Algorithm for decimal and Binary ConversionConvert