assignment 2

23. The binary number 101110101111010 can be written in octal as a. 515628 b. 565778 c. 656278 d. 565728

The following numbers are 8 bit signed-magnitude integers: 10001010 and 11011011. Determine whether or not adding the above numbers resulsts in an overflow?

Computer architecture  1. Perform the following calculations. All numbers are 8-bit Integers; except where noted. Show all work. Note any overflow. Note that 2c signifies 2s complement and sm signifies signed-magnitude. I suggest you check your answers in base 10. 11110110 - 100101112c= 11110110 & 00001111= Convert -1610sm to Base 16 Convert AD16c to Base 10 F9 + E916c=

a) Create a 4 Variable Karnaugh Map in paper by mapping 1’s for given standard SOP Boolean expression. After mapping , make relevant groups within Karnaugh Map by considering rules for making groups for 4 variable Karnaugh Map. After making relevant grouping , extract the minimum SOP expression by considering rules for extracting minimum SOP using Karnaugh Map. * Standard SOP: *Create Circuit Diagram using logic gates and logic converter in Multisim for given standard SOP and minimum SOP which you have solved. Do make sure that truth table for both expressions should evaluate same result.

Problem_#08] The waveforms shown below are inputs to a 4-bit binary counter. The input signals represents the clock, count enable, and asynchronous clear. Develop the output waveform. CTEN CTEN - CTR DIV 16 CLK CLK C CLR - CLR CLR

Add the following unsigned binary numbers. a. 10101 + 1010 b. 101011011 c. 1111+1111 d. 11100+ 1110 e. 11001+ 10011 f. 111011+101001

Write a VHDL code for the following simple logic circuit. D- X1 X2 f X3