If you mean the decimal-to-binary conversion, I don't find it particularly difficult. Ask additional questions if you need specific help.
As compared to converting decimal into what other base! It is no more difficult to convert decimal into base 8 than decimal into binary or Hex.
A flow chart for binary to decimal conversion would typically start with the binary number as input. Then, the flow chart would proceed to divide the binary number by increasing powers of 2, starting from the rightmost digit. The remainders obtained at each step would be used to construct the decimal equivalent of the binary number. Finally, the flow chart would output the decimal number as the result of the conversion process.
If 110 is binary, and you want the answer in decimal form,110 in binary = 6 in decimal, so binary 1102 = decimal 62 = 36If 110 is decimal, and you want the answer in binary form,Decimal 1102 = 12100; decimal 12100 in binary is 10111101000100
Whether or not it is difficult depends on your aptitude and your attitude. What you may find difficult I might find easy and conversely.
The answer depends on what the comparison is with! It is not more difficult than proving the Goldbach conjecture, for example.
Binary 10000111 = Decimal 135
Decimal 30 = binary 11110. The decimal binary code (BCD), however, is 11 0000.
Decimal 181 in binary is 10110101
Decimal 4 is binary 100.
69 in decimal = 1000101 in binary.
Decimal 11 = binary 1011
decimal [ 123 ] = binary [ | | | | 0 | | ]