Question

The terms which cannot be combined further in the tabular method are called



prime



implicants



 essential prime implicants



 selective prime implicants

Answer 1

Once upon a time, in huge city there was a man who was returning to his home from a party.While he was going on his way he saw a old beggar . The beggar asked for some food or money so that he can survive.
The man was drunked so he took a lot of time to recognise that the person who is begging is a beggar. As he was drunked he gave him Rs.10,000. The beggar became very happy ,as the man was also carrying some food from the party he gave all that food.
The beggar met a poor dog that night he decided that he has a lot of money and food now so he should give it to the poor dog. That dog became very happy
Later on in his life the old poor beggar became a very rich businessman .And he lives rest of his life happily

Answer 2

"Essential prime implicants cannot combine further in tabular method".

Explanation :  

Essential prime implicants cannot be combined further in a tabular method. Essential prime implicants are prime implicants that protect the output of the process that no mixture of other prime implicants can cover.

Option 1: The quine-McCluskey tabular method is a tabular method used in the concept of prime implicants.

Option 3: selective prime implicants are the prime implicants for which are neither necessary nor repetitive prime implicants. It is are also known as non-essential prime implicants.