java
Parameters: int decimal
The decimal integer to be converted to octal
Returns: String representation of the octal equivalent
A function in Java that takes a decimal number input and returns its equivalent in octal form.
Welcome to this post, fellow programmer! If you're interested in exploring how to convert decimal numbers to octal format using Java, you're in the right place. We'll provide clear step-by-step instructions to help you build an efficient function. Keep coding and keep learning!
In order to convert a decimal number to an octal number, we need to divide the decimal number by 8 and store the remainder. We continue this process until the quotient is less than 8. The octal number is the sequence of remainders in the reverse order.
We will write a Java function named decimalToOctal
that takes a decimal number as an input parameter. This function will return the octal equivalent of the decimal number.
public static int decimalToOctal(int decimal)
{
}
Inside the decimalToOctal
function, we will implement the logic for converting decimal to octal.
public static int decimalToOctal(int decimal)
{
int octal = 0, counter = 0;
while(decimal > 0)
{
int remainder = decimal % 8;
decimal /= 8;
octal += remainder * Math.pow(10, counter);
counter++;
}
return octal;
}
We will test our function with some decimal numbers to make sure that it is working correctly.
decimalToOctal(10); // should return 12
decimalToOctal(8); // should return 10
decimalToOctal(18); // should return 22
From this, we have successfully written a Java function to convert a decimal number to an octal number. This function is simple and takes a general approach to solve the problem.
public static int decimalToOctal(int decimal)
{
int octal = 0, counter = 0;
while(decimal > 0)
{
int remainder = decimal % 8;
decimal /= 8;
octal += remainder * Math.pow(10, counter);
counter++;
}
return octal;
}
Conversion of a number from decimal (base 10) to octal (base 8)
Learn moreThe function leverages the principle of division by eight to convert decimal to octal. When a decimal number is divided by 8, the remainder represents the least significant digit in octal. This process is repeated for each quotient until 0 is obtained. The sequence of remainders in reverse order form the equivalent octal number. For instance, the decimal number `68` in octal becomes `104`.
Learn more