Representation of Boolean Function in Product of Maxterms or Canonical Forms.

Product of Maxterms can be simply obtained by taking the complement of sum of Minterms from the Truth Table.

Product of Sum terms function F1 represendted in table below:

Product of Maxterms

Is, F1 = (x + y + z)( x + y’ + z’ )( x’ + y + z)

Next, lets discuss a complete example. 

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Digital fundamentals.

Interview Questions.

Example: Represent F = x + yz + xy in Product of Sum terms.

F = (x + yz + x)(x + yz + y)

= (x + yz)(x + y +yz)

= (x + y)(x +z)(x + y + y)(x + y + z)

= (x +y)(x + z)(x + y)(x + y + z)

= (x +y + zz’)(x + z + yy’)(x +y +z)

= (x + y + z)(x +y + z’)(x + z + y)(x + z + y’)(x + y + z)

= (x + y + z)(x + y + z’)(x + y’ +z)

Answer.

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