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Q1: Write the following 6 numbers in bases 2, 8, 10 and 16. (7F)16(11000001)2(1000001)2(13)10(755)8(1100000011011110)2 Q2: Compute the binary multiplication of the following two binary numbers: 10011011 and 11001101 Q3: Give the translation of the 4-byte hexadecimal word 49555031 when your read it as: a. a signed integer, b. an integer represented in 2's complement, c. a number represented in single precision floating point according to the IEEE 754 standard, d. a sequence of ASCII characters (each represented on 8 bits, the most significant bit being unused and coded at 0 ). Q4: Say whether the below propositions are true or false (justify your answer) and give the negation of each one. a. xRyRx+y>0 b. xRyRx+y>0 c. xRyRx+y>0 d. xRyRy2>x Q5: Give the negation of the following statement: "All inhabitants of M street who have blue eyes will win the millionaire lottery and retire before 50 Q6: Let A,B, and C denote sets. Prove that (AB)C=(AC)(BC) and give a Venn diagram illustration