4) You find an old, 9-Bit, computer in the garage. The system uses the textbook storage for integers and the IEEE 754 method for floats. The floating point numbers are signed with 5 bits for the exponent and 3 bits for the fractional. a) (10 Points) Your parents stored a 4 number password to a hidden safe on this computer. After digging into the hard drive of the computer, you find a signed integers: 0b10110 1101, 0b1 1111 1000, Obo 0000 1001, and Ob1 0011 0010. What are these numbers in base-10 (decimal) format? b) (10 Points) How would this computer store the following floating point numbers in binary? 1.000010), -1.125(10), and -1.250/10) c) (5 Points) it is discovered that the machine is set to Round_Towards_Zero. In Python, if you were to type * = -4.13 and then print(x), what is the value that the print(x) statement would return? d) (5 Points) What is the machine epsilon for this computer and what does that mean