How can inductive testing of a mathematical rule be useful? Give an example. Question content area bottom Part 1 Choose the correct answer below. A. When it is difficult to remember a particular theorem, trying one test case can help to see if the rule works. If that test case works, then the mathematical rule is proved. B. When it is difficult to remember a particular theorem, trying a few test cases can help to see if the rule works. Although it cannot be proved, the rule cannot be true if even one test case fails. C. When mathematicians want to prove mathematical rule, they can go through the rigorous process of using other theorems to validate their premise and prove the rule is true. D. When mathematicians want to prove a theorem, they can try a few test cases to see if the rule works. They can use these test cases to prove the mathematical rule