Rubik
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How do you convert hexadecimal numbers into bianry bits?
This discussion focuses on the conversion of hexadecimal numbers to binary bits, emphasizing that each hex digit corresponds to four binary bits. The conversion process involves translating each hex digit into its binary equivalent using a lookup table or by applying the method of dividing by 2 and tracking remainders. For example, the hexadecimal number 34A31FB is converted to binary as 11010010100011000111111011. The discussion also touches on the relationship between binary numbers and polynomial forms, clarifying that binary can be expressed as sums of powers of 2.
PREREQUISITESStudents, programmers, and anyone interested in computer science who needs to understand number system conversions, particularly in programming and data representation contexts.
Rubik said:How do you convert hexadecimal numbers into bianry bits?
Do you mean convert a binary number to a sum of powers of 2?Rubik said:Thank you! Now I am pretty confident with converting hexadecimal to binary and was wondering how do you now convert binary to polynomial form?