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if a figure has all points the same distance from the center then the figure is a circle if a figure does not have all the points the same distance from the center then the figure is not a circle is it a counterexample b law of inverse see the law of syllogism or d the law of contrapositive

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EXPLANATION

Let's see the facts:

We have the same distance from the center, we can assevere that the picture is a circle.

We can see that this is a the Law of Inverse because it says that if the conditional statement:

Conditional Statement--> If p (Hypothesis), then q (Conclusion)

Inverse ---------------------> If ~p, then ~q(Conclusion) [Negation]

Hence, the answer is the option b--> Law of Inverse

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