Question 1 (4 points): How many different numbers can be represented with 16 bits? Question 2 (6 points): What is the largest 16-bit binary number that can be represented with A. unsigned numbers? B. two's complement numbers? C. sign/magnitude numbers? Question 3 (6 points): Express the following numbers in decimal Please show all the steps for converting the following numbers to get full credit. A. (10110)2 (26)s C. (DADA)e Question 4 (4 points): Convert the following numbers to binary A. (2014)s B. (2014)16 Question 5 (6 points): Consider this binary number 10001101100I A. Convert this binary number to Octal. (Base 8 is referred to as octal) B. How many bytes does this binary number have? C. What is the two's (2's) complement of this binary number? Question 6 (4 points): Perform the following 5-bit binary addition: 001+01111 and state if there is an overflow Question 7 (6 points): A. B. What are the main functional units of the Von Neumann machine? Give a brief description of the function of each functional unit Question 8 (8 points): write the truth table for Y A+B C