This lesson covers the definition of logical statements and how to identify true and false statements. It explains negation, conditional statements, and the antecedents of statements with examples.
12:09
“So the statements, all the statements are both, they statement A, C and D are all true. But B is no, it's not true. We understand it at all. Less also understand what we mean by a converse statement. A converse statement...”
13:00
“If for example, you have P implies Q. The converse of this statement is going to be Q implies P. That is the converse of this statement. It does not mean that this statement is not true whether it's false. The converse o...”
13:48
“then it is equal at error. You can see that this is a conditional statement. And the converse of that conditional statement is going to be if a triangle is equal at error, then it is equal angular. We understand it at al...”