Problem 6. Consider the following argument: If it was not foggy or it didn't rain (or both), then the race was held and there was a trophy ceremony The trophy ceremony was not held. . It rained. 87@buffa Answer the following questions to prove the argument above is valid. 6(a) Translate each proposition in the argument to a compound propositions using the following variables: . f: it was foggy r: it rained h: the race was held t: the trophy ceremony was held 6(b) Write the argument in symbols 6(c) Prove the argument is valid using laws of logical reasoning ahateAedu . Mar 6, 20%%ea:19:23 PM EST