The argument below may be valid or exhibit the converse or the inverse error. Use symbols to write the logical form of the argument. If the argument is valid, identify the rule of inference that guarantees its validity. Otherwise, state whether the converse or the inverse error is made. If this computer program is correct, then it produces the correct output when run with the test data my teacher gave me. This computer program produces the correct output when run with the test data my teacher gave me. ∴ This computer program is correct. Let p = "this computer program is correct" and q = "this computer program produces the correct output when run with the test data my teacher gave me."
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