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Problem 3: Translate the statements below into symbolic logic using the defined propositions and sets. M: Josh plays monk. W: Josh plays white mage. V: Veronica plays white mage. D(x): x plays dragoon. F(x) x can fly T the set of all mounts P the set of all players (universal set for this problem) (A) Josh plays both monk and white mage. (B) Josh doesn't play white mage. (C) Some people play dragoon. (D) All mounts can fly. (E) If there is a mount that can fly, then Josh plays white mage. (F) Neither Josh nor Veronica plays white mage. Problem 4: Let the universal set U for this problem be the set of 12 colors labeled in the color wheel diagram below. YELLOW primary PRIMARY YELLOW RED BLUE YELLOW ORANGE YELLOW GREEN tertiary tertiary GREEN secondary ORANGE secondary 1 SECONDARY ORANGE VIOLET GREEN RED ORANGE tertiary BLUE GREEN tertiary BLUE primar RED primary BLUE VIOLET tertiary RED VIOLET tertiary TERTIARY YELLOW ORANGE RED ORANGE RED VIOLET BLUE VIOLET BLUE GREEN YELLOW GREEN VIOLET secondary (A) Write the set of primary colors in roster notation. (B) Write the set of tertiary colors in set-builder notation