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?Please answer in C++ only
Assignment: You need to write a program which, given a seven digit binary input (which I will provide), it will check to see if there is a single bit error using the Hamming Code method discussed in class. Remember, Hamming Code has three check bits, located at 1,2, and 4. The full Hamming Code method is described on Blackboard, under the 1500 sectionA s content with Venn Diagrams and Error Correction. For a sample of Hamming Code, the input from Homework 3: 1011001 will reveal that A 00T is the location of the error (meaning the first slot in the number), so the corrected number would be 0011001, and the actual message transmitted (minus the check bits), would be 1001, which is 9 in decimal. You can use this example to test your program to ensure it's working correctly. FOR YOUR ASSIGNMENT: Create a program which can, given a 7-bit long input, written in Hamming Code style, do the three following tasks, displaying the results as output. Determine if there's an incorrect bit, and if so, where it is. Display what the CORRECT code should look like (if it needs to be corrected.) Display the decimal form of the message that was sent, after any needed correction. Remember, when using Hamming code, only the 3, 5, 6, and 7 slots comprise the actual message! For your input, use the following five inputs, and show the results of each. 1101010 0010111 1010101 1001001 0110011 Please don't forget that you can use the sample of Hamming Code provided to test your code for correctness. Assignment: You need to write a program which, given a seven digit binary input (which I will provide), it will check to see if there is a single bit error using the Hamming Code method discussed in class. Remember, Hamming Code has three check bits, located at 1,2, and 4. The full Hamming Code method is described on Blackboard, under the 1500 sectionA s content with Venn Diagrams and Error Correction. For a sample of Hamming Code, the input from Homework 3: 1011001 will reveal that A 00T is the location of the error (meaning the first slot in the number), so the corrected number would be 0011001, and the actual message transmitted (minus the check bits), would be 1001, which is 9 in decimal. You can use this example to test your program to ensure it's working correctly. FOR YOUR ASSIGNMENT: Create a program which can, given a 7-bit long input, written in Hamming Code style, do the three following tasks, displaying the results as output. Determine if there's an incorrect bit, and if so, where it is. Display what the CORRECT code should look like (if it needs to be corrected.) Display the decimal form of the message that was sent, after any needed correction. Remember, when using Hamming code, only the 3, 5, 6, and 7 slots comprise the actual message! For your input, use the following five inputs, and show the results of each. 1101010 0010111 1010101 1001001 0110011 Please don't forget that you can use the sample of Hamming Code provided to test your code for correctness
