Answer :

W0lf93
We are given a tasked to find the geometric property of a triangle that satisfies the given conditionm∠abc=m∠cbd, then m∠cbd=m∠abc.

It can be observed that if the first value is equal to the second value then the second value is also equal to the  first value. This kind of characteristics describes the Symmetric Property.
akposevictor

The property that is shown when stated that  m∠cbd = m∠abc if m∠abc = m∠cbd is: C. symmetric property.

What is the Symmetric Property?

The symmetric property is a geometric property which states that is x = y, then y = x.

In the same vein, given that m∠abc = m∠cbd, based on the symmetric property, we can also state that: m∠cbd = m∠abc.

Therefore, the property shown is: C. symmetric property.

Learn more about the symmetric property on:

https://brainly.com/question/1601404

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