Mathematics, 10.10.2021 03:50 katiaciceron2541
Create two different examples of conditional statements and their converse statements; one example in which the converse of a conditional statement is true, and another example in which the converse of a conditional statement is not true.
Here is an example of two conditional statements: Here is an example of a conditional statement in which its converse is not true.
~If a polygon is a square, then it is also a quadrilateral. (conditional statement)
~If a polygon is a quadrilateral, then it is also a square. (converse statement)
The converse is not true because plenty of quadrilaterals exist that are not squares.
Here is an example of a conditional statement where the converse is true.
~If two lines are parallel, then they are lines that will never meet. (conditional statement)
~If two lines never meet, then they are parallel. (Converse statement)
The converse is true.
Now create your own conditional statements and format them in the same way as the example.
Answers: 3
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