Introduction
C# conversion functions are very powerful. The Convert
class has many methods that perform typical conversion of a string
to integer, and other data types. One of the functions ToInt64()
not only converts a given value to a 64-bit integer but also returns the number to the specified base.
Convert.ToInt64(value,16);
The above function converts a decimal number to hexadecimal number. This is most useful in situations where you write programs for arithmetic calculations. I thought of writing my own function that does this kind of conversion. I created two functions, DecimalToBase
which converts any decimal number to a binary, octal or hexadecimal number and BaseToDecimal
which converts any binary, octal or hexadecimal number to the corresponding decimal number.
The most interesting part is that both the functions are generic in nature. In the DecimalToBase
function, I had to write the algorithm that can perform the conversion of a decimal to binary, octal or hexadecimal. I had to write the code for all of these conversions within a single function, still keeping my code reduced to handle all sorts of values. C#�s type-safe nature prevents us from doing some easier character-int conversions and we just can�t surpass them, as it would produce adverse results. Same is the case with the BaseToDecimal
function.
A sample application to test the conversion functions
- Create a sample Windows application in Visual Studio. NET.
- In the form:
- Add three label controls named
label1
, label2
, and label3
.
- Add three text box controls named
textBox1
, textBox2
, and textBox3
.
- Place a button control named
button1
and set its Text
property to �To Base�.
- Place another button control named
button2
and set its Text
property to �To Base�.
- Write the following declarations as data members of the
form
class: const int base10 = 10;
char[] cHexa = new char[]{'A','B','C','D','E','F'};
int[] iHexaNumeric = new int[] {10,11,12,13,14,15};
int[] iHexaIndices = new int[] {0,1,2,3,4,5};
const int asciiDiff = 48;
- Include the functions as member methods in the
form
class module.
This function takes two arguments; the integer value to be converted and the base value (2, 8, or 16) to which the number is converted to:
string DecimalToBase(int iDec, int numbase)
{
string strBin = "";
int[] result = new int[32];
int MaxBit = 32;
for(; iDec > 0; iDec/=numbase)
{
int rem = iDec % numbase;
result[--MaxBit] = rem;
}
for (int i=0;i<result.Length;i++)
if ((int) result.GetValue(i) >= base10)
strBin += cHexa[(int)result.GetValue(i)%base10];
else
strBin += result.GetValue(i);
strBin = strBin.TrimStart(new char[] {'0'});
return strBin;
}
This function takes two arguments; a string value representing the binary, octal, or hexadecimal value and the corresponding integer base value respective to the first argument. For instance, if you pass the first argument value "1101", then the second argument should take the value "2".
int BaseToDecimal(string sBase, int numbase)
{
int dec = 0;
int b;
int iProduct=1;
string sHexa = "";
if (numbase > base10)
for (int i=0;i<cHexa.Length;i++)
sHexa += cHexa.GetValue(i).ToString();
for(int i=sBase.Length-1; i>=0; i--,iProduct *= numbase)
{
string sValue = sBase[i].ToString();
if (sValue.IndexOfAny(cHexa) >=0)
b=iHexaNumeric[sHexa.IndexOf(sBase[i])];
else
b= (int) sBase[i] - asciiDiff;
dec += (b * iProduct);
}
return dec;
}
- Write the code in the
click
event of the buttons as follows:
On clicking the first button, you can convert a decimal number to any base you select in the ComboBox
.
private void button1_Click(object sender, System.EventArgs e)
{
textBox3.Text = DecimalToBase(Int32.Parse(textBox1.Text),
Int32.Parse(comboBox1.Text));
}
On clicking the second button, you can convert the base number you have selected in the ComboBox
(binary, octal, or hexadecimal) to a decimal number.
private void button2_Click(object sender, System.EventArgs e)
{
textBox3.Text = BaseToDecimal(textBox1.Text,
Int32.Parse(comboBox1.Text)).ToString();
}
- Save the project. Build the solution.
- Output is as shown below:
Sample Output #1:
Sample Output #2:
Sample Output #3:
Sample Output #4: