internet Checksum. Consider the two sixteen bit numbers: 10110100 01000110 00001000 01101110 Compute the Internet Checksum of these two values Enter the 2 bytes each as an 8-bit number with only 0's and 1's, and make a single blank space between the two 8-bit numbers (e.g., 01010101 00101000).

Find the decimal values of the following signed (negative) numbers. First find a signed-magnitude binaryrepresentation for them and then convert them to decimal numbers: a. (71)8= (111001)2 signed-magnitude =b. (80C)16 = (100000001100)2 signed-magnitude =c. (10100101)2 = (-0100101)2 signed-magnitude =

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

A computer byte consists of eight bits, each bit being either a 0 or a 1. Assume that characters are represented using a code that uses a byte for each character. Some written languages, such as Chinese and Japanese, use tens of thousands of different characters. If a language uses roughly 78,000 characters, a computer code for this language would have to use how many bytes per character? x bytes Need Help? Read It Submit Answer 11:35 AM 46°F Mostly cloudy a @ 11/20/2021 hp inort sc pg u delete home end num backspace lock } P home 4 enter pause ↑ shift 1 end ctri

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 ] 2. Adding all numbers by follow between brackets: a. The binary numbers: [11010110 + 10000101] b. The octal numbers: [ 456 + 555 ] c. The hexadecimal numbers: [ 2B6 + 12C] 3. Subtracting all numbers by follow between brackets: a. The binary numbers: [ 11010110 - 10000101] b. The octal numbers: [ 555 – 456 ] c. The hexadecimal numbers: [ 2B6 - 12C]