Test Information integer numbers/arithmetic. These types of numbers are stored differently and computed by a different unit in the CPU. The format that the machine uses is known as IEEE 754 . Using this format, your machine can store any floating-point value with a small margin of error, due to the limited capacity to represent irrational numbers in memory. Instructions In this assignment you will be converting between different floating-point representation using the IEEE 754 format single precision (32-bit format). Make sure to read the question properly. For part 1, write your hexadecimal strings in byte groups with spaces in between each byte. - For example: 0x12 345678 (DO NOT INCLUDE THE "0x" IN YOUR ANSWER). For part 2, you can write your answer in fixed notation format or fractional format. DO NOT ROUND YOUR VALUE - Fixed notation format example: \( 12.34,-12.34,12.0,-12.0, \ldots \) - Fractional format example: 12 13/40, -12 13/40, -13/40, 13/40, ... Total points for this assignment is 100 points. You can stop working on it at any point and resume. Note: You may get help from peers, but limited help only such as explaining the concepts. You CANNOT show them how to work out a problem from the homework. Multiple This test allows multiple attempts. Attempts Force This test can be saved and resumed later. Completion Your answers are saved automatically. QUESTION 1 *For part 1, write your hexadecimal strings in byte groups with spaces in between each byte. - For example: 0x12 345678 (DO NOT INCLUDE THE "0x" IN YOUR ANSWER).