Convert the following decimal values into their binary equivalent in a 16-bit 2's complement representation. Do not use spaces, punctuation or symbols in your answer. The first conversion has been done for you. Decimal 16-bit 2's Complement -56 -80 -256 30001 -30001

Convert the following decimal values to a 16-bit 2's complement representation. (1*2Marks)i. -2342ii. 234

Convert the following decimal values to 8-bit 2's complement representation(1*2 Marks)i. -92ii. -36

Convert the following values of into binary (1*2 Marks)i. 4728ii. 65348b) Convert the following decimal values to 8-bit 2's complement representation(1*2 Marks)i. -92ii. -36c) Perform the following conversions. (1*2 Marks)i. 11000112 converts into a decimal number systemii. 10111112. converts into a decimal number systemd) Convert the following decimal values to a 12-bit 2's complement representation.(1*2 Marks)i. -189ii. -749e) Convert the following decimal values to a 16-bit 2's complement representation. (1*2Marks)i. -2342ii. 234

Convert each pair of decimal numbers to binary and add using 2's complement-110 and -84

2. How to convert the binary number 111011101102 into a decimal number system?3. Find the equivalent decimal system for the binary number 1100110012.4. Give the 8-bit 2's complement signed representation of following values.a. -79b. 1275. Convert the following decimal values to a 12-bit 2's complement representation.a. 1024b. -1286. Convert the following decimal values to a 16-bit 2's complement representation.a. -16384b. 81927. In the binary system, every number and its sign are represented using only two digits, 0 and 1.To represent negative and positive numbers, the 2’s complement method is often used, as itallows for easy binary arithmetic operations on signed or unsigned numbers. Compute thefollowing binary arithmetic operations using the 2’s complement method.a. Sum of -9 and 25b. Sum of -20 and -15c. Multiplication of -3 by -8d. Multiplication of -12 by -5e. Division of -40 by -4