EE270Hw1 - 3 Show that the following function is self dual...

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EE270 Spring 2008 Homework #1 1) Prove the following relation using only fundamentals of Boolean a. (x+y) (x+z) = x’. ( y z) b. (ab)’ = a’+b’ 2) Express in DCF and CCF a. ab + a’c + bd b. (x+y+z)(x’+y’)
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Unformatted text preview: 3) Show that the following function is self dual a. F 1 = ab + ac + bc b. F 2 = ∑ ( 0 , 3 , 5 , 6) 4) Minimize the following expression using Q_M F(w,x,y,z) = ∏ M( 2, 8 , 11, 15) + dc(3,12,14)...
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