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Python is a highly versatile and capable programming language. Among the many things one can do, converting from decimal to binary and vice versa is one that stands out the most. Thus in this article, we will speak more about how to convert decimal to binary in Python and vice versa.
Following pointers will be covered in this article,
To understand what this operation means, check out the example below.
From decimal to binary
Input : 8
Output : 1 0 0 0
From binary to decimal
Input : 100
Output : 4
In order to convert decimal to binary, take a look at the example below.
Keep calling conversion function with n/2 till n > 1,
later perform n % 1 to get MSB of converted binary number.
1). 7/2 = Quotient = 3(grater than 1), Remainder = 1.
2). 3/2 = Quotient = 1(not grater than 1), Remainder = 1.
3). 1%2 = Remainder = 1.
Therefore, answer is 111.
# Function to print binary number for the # input decimal using recursion def decimalToBinary(n): if(n > 1): # divide with integral result # (discard remainder) decimalToBinary(n//2) print(n%2, end=' ') # Driver code if __name__ == '__main__': decimalToBinary(8) print("n") decimalToBinary(18) print("n") decimalToBinary(7) print("n")
The output of the above program will look something like this.
Making Use Of Bin Function
#Function to convert Decimal number # to Binary number def decimalToBinary(n): return bin(n).replace("0b","") # Driver code if __name__ == '__main__': print(decimalToBinary(8)) print(decimalToBinary(18)) print(decimalToBinary(7))
The output of the above program will look something like this
To understand this better, refer to the example below.
1). Take modulo of given binary number with 10.
(1011 % 10 = 1)
2). Multiply rem with 2 raised to the power
it’s position from right end.
(1 * 2^0)
Note that we start counting position with 0.
3). Add result with previously generated result.
decimal = decimal + (1 * 2^0)
4). Update binary number by dividing it by 10.
(1011 / 10 = 101)
5). Keep repeating upper steps till binary > 0.
Final Conversion -: (1 * 2^3) + (0 * 2^2) +
(1 * 2^1) + (1 * 2^0) = 11
Let us take a look at a sample program,
When the above program is executed, the output will look like this.
Let us move to the last bit of this Decimal to Binary in Python article.
# Function to convert Binary number # to Decimal number def binaryToDecimal(n): return int(n,2) # Driver code if __name__ == '__main__': print(binaryToDecimal('100')) print(binaryToDecimal('101')) print(binaryToDecimal('1001'))
The output of the above program will be
This brings us to the end of this article on Decimal To Binary In Python.
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