1) Express each Boolean expression E(x, y, z) as a SoP and then in its CSOP form: (a) E=x(xy'+x'y+y'z); (b) E=(x+y'z)(y+

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1 Express Each Boolean Expression E X Y Z As A Sop And Then In Its Csop Form A E X Xy X Y Y Z B E X Y Z Y 1 (18.74 KiB) Viewed 44 times

1) Express each Boolean expression E(x, y, z) as a SoP and then in its CSOP form: (a) E=x(xy'+x'y+y'z); (b) E=(x+y'z)(y+z) (c) E=(x'+y)'+y'z 2) Use Karnaugh Map Method to find a MSOP form for each of the Boolean expressions: (a) El=xy'z'+x'y+x'y'z'+x'yz (b) E2=xy'+x'z't+xyzt'+x'y'zt' 3) Draw the logic circuit L with inputs A, B, C and output Y which corresponds to each Boolean expression: (a) Y=AB'C+AC'+A'C (b) Y=A'BC+A'BC'+ABC' 4) Find the truth table T=T(E) for the Boolean expression E=E(x, y, z) where: (a) E=xy+x'z; (b) E=xyz'+xy'z'+x'y'z'