Running head: BOOLEAN ALGEBRA1Boolean Algebra and Number SystemsStudents NameInstitutional AffiliationBOOLEAN ALGEBRA2Boolean Algebra and Number Systems1. Simplify the following Boolean expression: AB(A + B)(C + C)AB(A + B)(C + C)= (ABA + ABB)(C)Considering that A.A=A, B.B=B, and C+C=C= (AB + AB)C= ABC2. Design the combinatorial circuit for: (p *r) + qpNOTANDrqOR3. Design the combinatorial circuit for:pANDNOTORqORrANDsBOOLEAN ALGEBRA34. Complete the truth table of the following Boolean expression:It is 3 input, therefore the table has 2^3 = 8 rows.p11110000q11001100r10101010p00001111(q r)11101110p(q r)000011105. Prove or disprove that the following 2 expressions are equivalent. Use either therelated laws for your proof, or complete the two truth tables:o (A + C)(AD + AD) + AC + Co A+C(A + C)(AD + AD) + AC + C(AD + AD) = ATherefore:= (A+C)A+ AC +C= AA+ AC + AC +C= A+ AC +C= A+C6. The following is a message coded in ASCII using one byte per character and thenrepresented in hexadecimal notation. What is the message?o 4469736372657465204D617468656D617469637320697320434F4F4C21Each letter in binary form takes 8 bits (1 byte). There is need to break the givenBOOLEAN ALGEBRA4hexadecimal code in parts of 2 characters then use the ASCII table to obtain thecoinciding characters.Hexadecimal 44 69 73 63 72 65 74 65204D 61 74 ...
To Order an Original Plagiarism Free Paper on the Same Topic Click Here
Other samples, services and questions:
When you use PaperHelp, you save one valuable — TIME
You can spend it for more important things than paper writing.
