Question

7. How many pairs can be formed in SOP function (0,1,2,3,4,6,7,8,9,10,11)?​

Answer 1

Answer:

3

Explanation:

From the given number series ,

The 3 pairs can be formed in SOP function.

Answer 2

The number of pairs that can be formed in the SOP function is THREE.

• Definition of SOP Function

1. The short form of the sum of the product is SOP, and it is one kind of Boolean algebra expression. In this, the different product inputs are being added together.
2. The product of inputs is Boolean logical AND whereas the sum or addition is Boolean logical OR.
3. The sum of products is available in three different forms which include- Canonical Sum of Products , Non-Canonical Sum of Products , and Minimal Sum of Products.