Answered

Get the most out of your questions with IDNLearn.com's extensive resources. Discover in-depth answers from knowledgeable professionals, providing you with the information you need.

Let A(x) represent 15 as a polynomial in GF(2^8) and B(x) represent 17. You will determine A(x)+B(x) and express it as an integer. Complete the following to find A(x)+B(x).

A(x) =

a. "02^7+ 02^6+ 02^5+ 02^4+ 12^3+ 12^2+ 12^1+ 12^0 = <00001111>"
b. "02^7+ 02^6+ 02^5+ 12^4+ 02^3+ 02^2+ 02^1+ 12^0 = <00010001>"
c. "02^7+ 02^6+ 02^5+ 12^4+ 12^3+ 12^2+ 12^1+ 02^0 = <00011110>"

Sagot :

We value your participation in this forum. Keep exploring, asking questions, and sharing your insights with the community. Together, we can find the best solutions. Find clear answers at IDNLearn.com. Thanks for stopping by, and come back for more reliable solutions.