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Return((num % 2) + 10 * binary_rec(num/2)) īinary Equivalent of 41 is 101001 Logic To Convert Decimal Number To Binary Number using Recursionįor iterative logic, please check the video tutorial C Program To Convert Decimal Number To Binary Number, using While Loop.Īssume that user inputs num value as 14. Printf("Binary Equivalent (Recursive) of %d is %d\n", num, binary_rec(num)) Printf("Binary Equivalent (Iterative) of %d is %d\n", num, binary(num))

YouTube Link: Source Code: C Program To Convert Decimal To Binary Number using Recursion #include Video Tutorial: C Program To Convert Decimal To Binary Number using Recursion We keep on dividing and modulo dividing the number by 2. Note: Binary number system can be derived by base 2 to the power of whole numbers. One for iterative logic and another for recursive logic. In this video tutorial, we’ll write 2 functions. We need to convert the user input Decimal number to its equivalent Binary number using iterative logic as well as recursive logic. Source Code: C Program To Convert Decimal To Binary Number using Recursion and Ternary or Conditional Operator.Logic To Convert Decimal Number To Binary Number using Recursion.Source Code: C Program To Convert Decimal To Binary Number using Recursion.Video Tutorial: C Program To Convert Decimal To Binary Number using Recursion.If you need to put it in bytes, it would be 0011 0001 0101. I checked against the calculation on the page, and it's accurate. Remainder is now 5.Ĩ is the next 2 bit, it's greater than 5 so the bit is 0. That bit is 0.ģ2, your remainder is 21, so the bit is 0.ġ6, which is less than 21. Next is 256, and the remainder from subtracting 512 from 789 is 277. So 1024 is too large, so 512 is the first binary number that isn't too large, so you set the bit to 1. So what I do to do this freehand, I start with a number I know, let's say you remember 64 is the highest 2 bit operator you remember, so I multiply that until I get over the number I have to convert. I found it easiest to remember the power of 2 up to a certain number (usually 128 is something I start with), and then you can extrapolate up from there. MADAN'S ANS have always had a problem with Binary.