Logic Identities via the Algebra of Boole | MathFoundations 276 | N J Wildberger скачать в хорошем качестве

Logic Identities via the Algebra of Boole | MathFoundations 276 | N J Wildberger

We show how lots logic identities can be quickly derived using the Algebra of Boole. These include the standard beginning laws of Boolean algebra, such as the associative, commutative and distributive laws, also the laws of absorption and identity and de Morgan's laws. But also the Conditional identity, the Contrapositive Identity, and something sometimes called the Exportation identity. With all these, we see how the Algebra of Boole provides us with a simple and direct mechanism for proving them. We also look at some more advanced, challenging identities. Video Content: 00:00 Introduction 1:56 Logical laws 04:02 More laws and an example 06:38 Overlap between Boolean algebra / circuit analysis 09:58 The contrapositive identity 12:01 Exportation Here are the Insights into Mathematics Playlists:    • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист   Here are the Wild Egg Maths Playlists (some available only to Members!)    • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист      • Плейлист   ************************