Question

Difference between boolean algebra and ordinary algebra

Answer 1

Answer:

Step-by-step explanation:the ordinary algebra for real numbers has the concept of inverse for each operation individually while Boolean algebra has concept of compliments that always takes into account before defining binary operation together

Answer 2

The difference between Boolean algebra and Ordinary algebra are stated below-

• A subalgebra with all of the same characteristics may be constructed on the countably infinite set Q of rational numbers but not on any finite set, whereas a Boolean algebra can be defined on a set of attribute values 2n where n is any positive integer, as well as on any set of infinite attribute values.
• Ordinary real-number algebra contains an inverse idea for each operating condition respectively, but Boolean algebras incorporate a complement concept that always considers both underlying Boolean procedures concurrently.