**Conversion Decimals from Binary to Hexadecimal **

It is possible to convert decimal 1234 into binary and hexadecimal formats. The steps to convert a decimal number to binary is explained as follows: 1) Find the smallest power of two that is greater than 1234. 4096 is the smallest power that two can have which is less than 1234. 2) Add the smallest power to two starting at 1234. This is 2862. The difference is 2862. The remainder of 1234 divided by 2862 is 1234. 2) Repeat steps 3 and 4, but the remainder will be the number divided. Part 1 of the binary equivalent 1234 is 00001001. The steps to convert a decimal number to hexadecimal is explained as follows: 1) Divide the number by 16. Divide the number by 16. The result will be 77 with the remainder being 10. 2) Take the remainder, and find the appropriate hexadecimal number. The remainder in this example is 10, and the corresponding hexadecimal digit is A. 2) Repeat the previous steps, but keep the result the divided number. For 1234, the two hexadecimal numbers for 04A are used. In binary, 1234 is equal to 00001001 and in hexadecimal it is 1234. It is easy to convert decimals from binary and hexadecimal. Rasi suggested it. Rasi et. al. (2015), Karmakar and al. Karmakar et al. (2021). The basic operations of computer science include the conversion of decimal number. References Rasi?, M., Petrovic, Z., Kowalczyk, R., & Jovanovic, B. (2015). Fourier spectrum analysis of short-time Fourier transformation spectrum to determine the decimal number-to-binary conversion algorithm. IEEE transactions on industrial electronic, 62(4). 2333-2340. Karmakar, D. D., & Chanda, S. (2021). Digital logic design: Ten years of trend. Microprocessors & Microsystems, 77.1, 1-14.

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