Assertion: converse | /r/HasProperty | true
Facets:
value: in this case
type: OTHER
value: unlike the last example
type: OTHER
value: both
type: DEGREE
value: " again
type: MANNER
value: for the majority of teachers
type: OTHER
value: equally
type: DEGREE
Source sentences:
text: This is equivalent to saying that the converse of a definition is true.
text: If the converse is true, then the inverse is also logically true.
text: When the hypothesis is true, but the conclusion is false, then the statement is false, but the converse is true.
text: Finally, if both hypothesis and conclusion are false, then both statement and its converse are true.
text: When converse is true
text: Is the converse of this theorem also true?
text: However, the converse of this theory may also be true.
text: Building new roads increases traffic and the converse is equally true:reducing the number and size of roads means less traffic.
text: Some teachers welcomed the change; but for the majority of teachers, the converse was true .
text: It is possible , of course , that the converse of this theory may also be true.
text: What you do for a living is critical to where you settle and how you live — and the converse is also true.
text: He says she is satisfied, but I believe the converse to be true
text: If the project is successful, Dourif will get the credit, but the converse is also true; he will get the blame if it fails.
text: Looking at the last two rows of the A and B columns, when either of the statements is false, its converse is true.
text: Again, in this case, unlike the last example, the converse of the statement is true.
text: is " " Again, in this case, unlike the last example, the converse of the statement is true.
text: Since the statement and the converse are both true, it is called a biconditional, and can be expressed as "A polygon is a quadrilateral if, and only if, it has four sides.
text: If a statement's inverse is true, then its converse is true (and vice versa).
text: If a statement (or its contrapositive) and the inverse (or the converse) are both true or both false, then it is known as a logical biconditional.
text: The converse of the isosceles triangle theorem also happens to be a provable theorem, but it is not always the case that the converse of a theorem is also true.
text: The converse of the isosceles triangle theorem also happens to be a provable theorem, but it is not always the case that the converse of a theorem is also true.
text: This is equivalent to saying that the converse of a definition is true.