Converse
If P => Q, Q => P.Not a guarantee
In logic and mathematics, the converse is a statement that switches the hypothesis and conclusion of a conditional statement. For example, the converse of If it rains, then the streets become slippery is If the streets become slippery, then it rains. Converse statements may or may not be logically equivalent to the original conditional statement. In the case of the example given, the original conditional statement and its converse are not logically equivalent, since it is possible for the streets to become slippery for reasons other than rain (e.g. spilled oil). It is important to be aware of the difference between converse statements and conditional statements, and to understand the relationship between the two when working with logic and mathematical operations.
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