Perform the following tasks by explaining the process of each one in detail: 1. Converting all numbers by follow between brackets: a. 487.2 from base 10 to [ bases 2,8, 16] b. 11010110 from base 2 to [ base 10 ] c. 456 from base 8 to [ base 10 ] d. 2B6 from base 16 to [ base 10 ]

Example: Assuming m-7 bits and using three of those bits for representing the fractional part, ( 1100.000 )2 ( 0110.000 )2 ( 0011.000 )2 ( 0001.100 )2 ( 0000.110 )2 ( 0000.011 )2 (12)10 %3D (12)10 / 2 (6)10 (6)10 /2 (3)10 (3)10 /2 (1.5)10 (1.5)10 / 2 (0.75)10 (0.75)10 / 2 (0.375)10 In this case, each successive division by two has shifted the binary sequence to the right by one bit.

Assume our floating-point format is (decimal) X.XX * 10Y.  Show the steps involved in floating point addition by using  6.11*101 + 5.76*103 as an example.

The table below is similar to the one in Part A, but this time each row provides a decimal value. For each row, provide the equivalent binary value in the second column. And again, please provide your final answer in the table and show and submit all your work on a separate page. Base 2 (Binary) Туре unsigned byte unsigned byte byte byte Base 10 (Decimal) 204 17 65 -90

Putting the value 5 into cell number 6 is the same as shifting the contents of cell number 5 into cell number 6, if cell number 5 presently stores the value 8.

Fill in the empty spaces in the following table. As you do, please be aware of the following: • All numbers are considered signed (negative) for this table • All binary answers must have 16 bits • You need to put a space after every 4 bits for binary values. All hex values must use capital letters Signed Decimal 16-bit Binary Нех |-12 -20 1111 1111 1110 1100| FFEC 65495 1111 1111 1101 FFD7

Divide (1001)2 by (0010)2 using an optimized divider algorithm assuming all values are unsigned numbers. Use the table below to show the first step performed and give the values in the space provided in binary: comment divisor A (remainder | quotient) initialization 0010 00000 1001 0010 0010 0010