Respuesta :
False. The converse of the given conditional statement is "If a polygon has exactly three sides, then it is a triangle."
What are conditional statements?
Logic statements that contain both the hypothesis and the conclusion are known as conditional statements. A statement is considered to be true when it is used as the hypothesis, but a statement is considered to be true when it is used as the conclusion. In a conditional statement, the conclusion can only be true if the hypothesis is accurate. For instance, "If it is raining, then the ground is wet" is a conditional statement, with "it is raining" serving as the hypothesis and "the ground is wet" as the conclusion. If the hypothesis is correct, the conclusion must likewise be correct. If the hypothesis is incorrect, the conclusion might be right or false.
How to solve?
The converse of the given conditional is false.
In general, the converse of a conditional statement is not always true.
In the given example, a polygon can have exactly three sides and still not be a triangle (e.g. an equilateral triangle).
Therefore, the converse of the given conditional is false.
To learn more about conditional statements, visit:
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