22 23 24 25 P 1 KB OUD VPN bits Number of VPO bits PPN bits PPO bits
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- Hexadecimal Numbers 6 Convert each hexadecimal number to binary: (c) A1416 (g) 8A9D16 7 Convert each binary number to hexadecimal: (a) 3816 (b) 5916 (d) 5C816 (e) 410016 () FB1716 (a) 1110 (b) 10 (c) 10111 (d) 10100110 (e) 1111110000 () 1001100000108 KB is equal 8192 Bytes O 2048 Bytes 1048576 KB N 65536 Bits3509 Bytes = KB 34.26 3426 3.426 342.6
- Given the Karnaugh map shown in Figure 3, obtain the minimum sum-of-products (SOP) and minimum product-of-sums (POS) expressions. Then implement the SOP expression in Verilog using (i) structural modelingConvert the following binary representations to its equivalent base ten form 1. 0110 2. 10000 3. 10010Question 3 - (this question MAY appear on the assignment quiz) Write a Python program to solve the following problem: Given a two-dimensional list/table containing hexadecimal colour codes representing a picture, write functions to look for the corresponding colour names in another two-dimensional colour lookup table (see below) and generate a resulting two-dimensional table containing the names of the colours in the appropriate locations, corresponding to where the colour code was in the original hexadecimal table. See sample expected output below. Call the file containing your program, colour_codes.py. Include the following functions in your code: • a function to find the appropriate row, in the colour lookup table, corresponding to the first three digits of the colour code in the picture; the function should take, as parameters, the lookup table and a string containing the first three digits of the colour code and return the code's row location (e.g., partial code "FF0" would give 4…
- If a word is defined as 16-bit and given a 64-bit data: 0xABCDEF1234567897 Least significant bit: Most significant bit: Least significant nibble: Most significant nibble: Least significant byte: Most significant byte: Least significant word: Most significant word: Least significant doubleword: Most significant doubleword:1 1 1 12 4 16 2563 9 81 65614 16 256 655365 25 625 3906256 36 1296 1679616Find the decimal equivalent of (10000111.0110)gCD a. (87.6)10 b. (67.8)10 c. (98.7)10 d. (78.9)10