(Solved): You have \( n=12 \) bits representing unsigned numbers. 1) How many different numbers can you repr ...

You have \( n=12 \) bits representing unsigned numbers. 1) How many different numbers can you represent with these bits? 2) What is the minimum number in hex and decimal? 3) What is the maximum number in hex and decimal? 4) Show in hex and decimal the equivalent of these bit patterns (the underscore has no impact; it is used for easy visual grouping of the bits): a. 1100_1111_0101 b. 0100_0000_1010 c. 1111_1011_0011 d. 1111_1111_1111 e. 1_1110 5) Show in binary the equivalent for this binary number of the following numbers (use ALL 12 bits): a. \( 0 x A \) b. \( 0 x F 01 \) c. \( (111)_{10} \) d. \( (400)_{10} \) e. \( (30,000)_{10} \)