By definition, the correct option is:
"A theorem is a statement of mathematical truth, while a proof is the series of statements that support the theorem's claim."
What is a theorem?
A theorem is a mathematical statement that is proven to be true for some given conditions. So, starting from a supposition, we arrive to a non-evident conclusion. Theorems allow us to make math problems a lot simpler.
What is a proof?
Well, theorems must be proven to be true. Here is where the proof comes. It is a series of steps (logical steps) that go rom the starting supposition of the theorem and arrive to the non-evident conclusion.
We need proof to be sure that we can always use the theorem, so a theorem without proof has no value.
With that in mind, the correct option:
C) "A theorem is a statement of mathematical truth, while a proof is the series of statements that support the theorem's claim."
If you want to learn more about theorems, you can read:
https://brainly.com/question/1788884
