Which of the following relationships represents the dual property of this expression x + x'y = x +y X'(x + y') = x'y O x(x'y) = xy "x(xy') = x'y x(x' + y) = xy

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A:

Q: xyz f(x, y, z) 0000 0010 0100

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Q: F(x, y, z) = xyz + x(yz)' + x'(y + z) + (xyz)'

A:

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A: 1) Simplified form: A'B'+B'C'+C'A'

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A: The answer is given below.

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A: Hey there, I hope my solution is helpful to you.  The answer for the given question is Code 4.

Q: Show that xy' + yz' + x'z = x'y + y'z + xz'

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A: Answer : option c is the correct answer.

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