(a) Rewrite each of the terms of the following expressions in binary and simplify the expression. Convert the final answer into hexadecimal. 75.62510 - 100111.001, + 43.2g - 3C.416
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- Show the printout of the following codes with only one character per cell.Indicate the running times of the following codes:Select the correct condition for block size in RSA. a. Must be Greater than log2 ( n ) + 1 b. Must be Greater than or equal to log2 ( n ) + 1 c. Must be Less than or equal to log 2( n ) +1 d. Must be Less than log2 ( n ) +1
- Perform the following subtractions. Assume that all numbers are in 2’scomplement notation. State the carry-in and carry-out, whether overflow or not,and if the result is correct. 11101101 – 00101010Convert the following equations from infix notation to reverse Polish (postfix) notation by using the following formula.Kindly answer the following questions. b. Verify. that the 6-3-1-1 code is a weighted code. Note that for some decimal digits, two different code combinations could have been used. For example, either 0101 or 0110 could represent 4. In each case the combination with the smaller binary value has been used.
- Fill in the blank question: Q. Abbreviation of TPDU is __________________.) Using booth algorithm, find out the following signed multiplications: 7 x (-5) 2) Convert the following decimals to standard floating-point representations: 22.62510 3) Convert the infix expression to postfix expression. Z = (X+Y) + (W/U)PLEASE USE MATLAB (Linear Block Code) Design a (5, 1) code that can correct 2 error bits in each codeword.a. Please write down the generator matrix G, the standard table, and thesyndrome look-up table.b. Please also use an example received word with 2 error bits to demonstrate thedecoding procedure