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In the min term we select (1), in the max term we select (0).

But 1 is greater than 0. Selecting 1 should be called max-term and selecting 0 should be called Min-term. Why they have the name otherwise?

1 Answer

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consider the truth table

A B F
0 0 1
0 1 0
1 0 0
1 1 1

Now the minterm representation is F=Σ(0,3)=A'B'+AB

maxterm representation is F=π(1,2)=(A+B')(A'+B)

now see, if AB is true i.e =1 it is enough to F be =1

but for maxterm representation only (a+B') or (A'+B)=1 does not make the function true, all the terms should be = 1 to make the function=1. That is why minterm and maxterm, hope you understood.

Source: http://stackoverflow.com/questions/11593335/why-are-products-called-minterms-and-sums-called-maxterms

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