Hexadecimal Numbers 6 Convert each hexadecimal number to binary: (a) 3816 (b) 5916 (c) A1416 (d) 5C816 (e) 410016 () FB17,6 (g) 8A9D16 7 Convert each binary number to hexadecimal: (a) 1110 (b) 10 (c) 10111 (d) 10100110 (e) 1111110000 () 100110000010
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- 192.67.200.1 in Hexadecimal is: FF:23:C7:01 CA:D3:C8:01 C0:43:C8:01 C0:67:C8:01 C0:43:C8:10Assignment # 11. Convert 82ADh to decimal.2. Convert 11101b to decimal.3. Convert 2BD4h to decimal.4. Convert 95 to binary.5. Convert 2B3Ch to binary.6. Convert 1110101010b to hex.7. Add 3546d and 1872d.8. Add 5B39h and 7AF4h.9. Add 100101111b and 110110.10. Subtract 7283d from 9145d.11. Subtract BA94h from D26Fh.12. Subtract 0111b from 1001.13. Find one’s compliment of 5.14. Find two’s compliment of 5.15. Find two’s compliment of the two’s compliment of 5.16. In many applications, it saves time to memorize the conversions among small binary, decimal, and hex numbers. Fill in the blanks in the following table:Binary Decimal Hex_____ 9 _____1010 _____ __________ _____ D_____ 12 _____1110 _____ __________ _____ B 17. Convert the following binary and hex numbers to decimal:a. 1110b. 100101011101c. 46Ahd. FAE2Ch18. Convert the following numbers:a. 1001011 to hexb. 1001010110101110 to hexc. A2Ch to binaryd. B34Dh to binary19. Perform the following additions:a. 100101b + 10111bb. 100111101b…Assignment # 1 1. Convert 82ADh to decimal. 2. Convert 11101b to decimal. 3. Convert 2BD4h to decimal. 4. Convert 95 to binary. 5. Convert 2B3Ch to binary. 6. Convert 1110101010b to hex. 7. Add 3546d and 1872d. 8. Add 5B39h and 7AF4h. 9. Add 100101111b and 110110. 10. Subtract 7283d from 9145d. 11. Subtract BA94h from D26Fh. 12. Subtract 0111b from 1001. 13. Find one’s compliment of 5. 14. Find two’s compliment of 5. 15. Find two’s compliment of the two’s compliment of 5. 16. In many applications, it saves time to memorize the conversions among small binary, decimal, and hex numbers. Fill in the blanks in the following table: Binary Decimal Hex _____ 9 _____ 1010 _____ _____ _____ _____ D _____ 12 _____ 1110 _____ _____ _____ _____ B 17. Convert the following binary and hex numbers to decimal: a. 1110 b. 100101011101 c. 46Ah d. FAE2Ch 18. Convert the following numbers: a. 1001011 to hex b. 1001010110101110 to hex c. A2Ch to binary d. B34Dh to binary 19. Perform the following additions:…
- The base 10 representation of the largest signed value that can be stored using only 6 bits is: 63 126 31 011111Q1) express binary expression 25610+3210 1310+910 Q2) express binary operation 11100110^2+101011110^2 1000011001^2+11001101^2Represent the following numbers in hexadecimal number system: (85,238)10 (1,056,327)10 (3462)8 (1100101000011101110)2
- Add the following numbers in their respective bases 4568 + 1238 8A5C16 + F39A16 1110002 + 101012Convert the following decimal numbers into the one’s complement and two’s complement binary numbers,assuming 16-bit representation: a. (-124)10 = (-007C)16 = (-0000000001111100)2 =b. (-63)10 = (-003F)16 =(-0000000000111111)2=c. (-39)10 = (-0027)16 = (-0000000000100111)2 =a) 0x92394103 + 0xA04230C8 (b) 0x12345678 – 0xEDCBA988