Itoa Function in C

Write a program to itoa function in c with example. In C, the itoa () function is used to convert an int data type to a string data type. The itoa() function converts a character string from an integer n. Acronym. Definition. ITOA (Integer to ASCII) is a program that converts integers to ASCII characters (American Standard Code for Information Interchange; computer programming)

The string is inserted into the buffer, which must be large enough to accommodate the output. The values for the radix can be OCTAL, DECIMAL, or HEX. Itoa() has the following prototype: char* itoa(int value, char* buffer, int base);

#include <stdio.h>
#include <stdlib.h>
#include <string.h>
int main()
int a=43325;
char loader[20];
printf("Binary value = %s\n", loader);
printf("Decimal value = %s\n", loader);
printf("Hexadecimal value = %s\n", loader);
return 0;



Binary value = 1001010000110101

Decimal value = 43325

Hexadecimal value = C435

How to write itoa function in c program and its uses

It also has the base parameter, which transforms it to the appropriate base. Base is set at 10 by default (decimal base). If the conversion is successful, it returns a pointer to the first character of buffer after populating it. Otherwise, NULL is returned. In C, the itoa () function is used to convert an int data type to a string data type.

What is binary number in itoa function

A binary number is made up of two digits: 0s and 1s. Binary numbers have a base of 2 and are represented as such. (101)2 ( 101 ) 2 is an example. A bit is the name given to each digit in a binary integer.

What is decimal number in itoa function c program

In algebra, a decimal number is defined as a number with a decimal point separating the entire number and fractional parts. The digits after the decimal point represent a value less than one.

What is hexadecimal number in itoa function c program

The Hexadecimal Number System is a sort of numerical representation in which the base number is 16. That means there are only 16 potential digit values: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F. To represent the value of any digit, only 4 bits are required.