'A' is '5691, Your 'U' is '56' and your 'V' is '91. Questions: 1) (40%) Consider a Pseudo IEEE 754 floating point representation (FPX), with 8 bits, in the following format: SEEEVVW. Where S is the sign bit; EEE represents the exponent e in bias 3 (i.e., the actual value is 2e-3); and WWWV is the value or mantissa (an implicit 1 is assumed too). Perform the following FPX operations: 1. Consider 'U' defined above as a number in Hex-decimal notation denoting an 8-bit FPX and convert it from FPX to decimal II. Consider 'V' defined above as a number in decimal notation and convert V*10-2 from decimal to FPX. Use a reasonable precision. III. Consider 'U' and 'V'as numbers in Hex decimal notation, denoting 2 signed integers. Add 'U' to 'V' using sign and magnitude, please analyze the result. IV. Consider 'U' and 'V' as numbers in Hex decimal notation, denoting 2 signed integers. Subtract 'U' from 'V' using 2's complement, please analyze the result