Answered

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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 :

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