f = w1w2 + w1w3 + w2w3 We wish to implement this function using only 2-to-1...

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f = w1w2 + w1w3 + w2w3 We wish to implement this function using only 2-to-1...

f = w1w2 + w1w3 + w2w3 We wish to implement this function using only 2-to-1 multiplexers. Shannon’s expansion
using w1 yields
f = w1(w2w3) + w1(w2 + w3 + w2w3) Can you show me the simplification w1
= w1(w2w3) + w1(w2 + w3) How we get this?

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Stept f = WI W2+ WW3 +W2 W3 fi W2 W3 00 WI 10 I 3 2 - II Em (3,5,6,7) - 4 S 그 6 Tibb for it mux We wa Wa Wa W Wz/ hq Wa I 0 w Steb2. f- WICW2w3)+ WEEW2+W3+W2 W3 biturati = f= WI 52 W3+ WL(W2+W3( [+w2)) are shob art = f = winshs+ WIL Wat wa) Hence, Pro

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