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All people who regularly drink coffee are dependent on caffeine.
∀x (Drinks(x) → Dependent(x))
People either regularly drink coffee or joke about being addicted to caffeine.
∀x (Drinks(x) ⊕ Jokes(x))
No one who jokes about being addicted to caffeine is unaware that caffeine is a drug.
∀x (Jokes(x) → ¬Unaware(x))
Rina is either a student and unaware that caffeine is a drug, or neither a student nor unaware that caffeine is a drug.
(Student(rina) ∧ Unaware(rina)) ⊕ ¬(Student(rina) ∨ Unaware(rina))
If Rina is not a person dependent on caffeine and a student, then Rina is either a person dependent on caffeine and a student, or neither a person dependent on caffeine nor a student.
¬(Dependent(rina) ∧ Student(rina)) → (Dependent(rina) ∧ Student(rina)) ⊕ ¬(Dependent(rina) ∨ Student(rina))
Miroslav Venhoda was a Czech choral conductor who specialized in the performance of Renaissance and Baroque music.
Czech(miroslav) ∧ ChoralConductor(miroslav) ∧ Specialize(miroslav, renaissance) ∧ Specialize(miroslav, baroque)
Any choral conductor is a musician.
∀x (ChoralConductor(x) → Musician(x))
Some musicians love music.
∃x (Musician(x) → Love(x, music))
Miroslav Venhoda published a book in 1946 called Method of Studying Gregorian Chant.
Book(methodOfStudyingGregorianChant) ∧ Author(miroslav, methodOfStudyingGregorianChant) ∧ Publish(methodOfStudyingGregorianChant, year1946)
All eels are fish.
∀x (Eel (x)→ Fish (x))
No fish are plants.
∀x (Fish (x)→ ¬ Plant (x))
A thing is either a plant or animal.
∀x ( Plant (x) ∨ Animal (x))
Nothing that breathes is paper.
∀x (Breathe (x)→ ¬ Paper (x))
All animals breathe.
∀x (Animal (x)→ Breathe (x))
If a sea eel is either an eel or a plant, then a sea eel is an eel or an animal.
Eel (seaEel) ⊕ Plant (seaEel) → Eel (seaEel) ∨ Animal (seaEel)
The Blake McFall Company Building is a commercial warehouse listed on the National Register of Historic Places.
∀x (Blake(x) → Building(x))
The Blake McFall Company Building was added to the National Register of Historic Places in 1990.
∀x (Blake(x) → Historic(x, year1990))
The Emmet Building is a five-story building in Portland, Oregon.
∀x (Emmet(x) → Building(x) ∧ FiveStory(x) ∧ Locate(x, portland))
The Emmet Building was built in 1915.
∀x (Emmet(x) → Construct(x, year1915))
The Emmet Building is another name for the Blake McFall Company Building.
∀x (Emmet(x) ↔ Blake(x))
John works at the Emmet Building.
∃x (Emmet(x) ∧ Work(john, x))
William Dickinson was a British politician who sat in the House of Commons
BritishPolitician(williamdickinson) ∧ SatInHouseOfCommons(williamdickinson)
William Dickinson attended Westminster school for high school and then the University of Edinburgh.
Attended(williamdickinson, westminster) ∧ Highschool(westminster) ∧ Attended(williamdickinson, universityofedinburgh)
The University of Edinburgh is a university located in the United Kingdom.
LocatedIn(universityofedinburgh, unitedkingdom) ∧ University(universityofedinburgh)
William Dickinson supported the Portland Whigs.
Supported(williamdickinson, portlandwhigs)
People who supported the Portland Whigs did not get a seat in the Parliament.
∀x (Supported(x, portlandwhigs) → ¬SeatInParliament(x))
LanguageA is a universal language
UniversalLanguage(languageA)
If a universal language exists, then for every two people if they both know the same universal language they can communicate.
∀x ∀y (∃z (Know(x, z) ∧ Know(y, z) ∧ UniversalLanguage(z)) → Communicate(x, y))
Katya cannot communicate with Danil.
Know(katya, languageA)
Katya knows LanguageA.
¬Communicate(katya, danil)
All customers who are subscribed to AMC List are available to watch 3 movies every week without any additional fees.
∀x (AMC(x) → ThreeMovies(x))
Some customers go to cinemas every week
∃x (CinemaEveryWeek(x))
Customers either subscribe to AMC service or HBO service.
∀x (AMC(x) ∨ HBO(x))
Customers who prefer TV series more and will not watch TV series in cinemas.
∀x (PreferTVSeries(x) → ¬WatchTVInCinema(x))
All customers who subscribe to HBO services prefer TV series to movies.
∀x (HBO(x) → PreferTVSeries(x))
James watches TV series in cinemas.
WatchTVInCinema(james)
A La Liga soccer team ranks higher than another if it receives more points.
∀x ∀y (LaLiga(x) ∧ LaLiga(y) ∧ MorePoints(x, y) → HigherRank(x, y))
If two La Liga soccer teams recieve the same points, the team which recieves more points from the games between the two teams ranks higher.
∀x ∀y (LaLiga(x) ∧ LaLiga(y) ∧ ¬MorePoints(x, y) ∧ ¬MorePoints(y, x) ∧ MorePointsInGameBetween(x, y) → HigherRank(x, y))
Real Madrid and Barcelona are both La Liga soccer teams.
LaLiga(realMadrid) ∧ LaLiga(barcelona)
In La Liga 2021-2022, Real Madrid recieves 86 points and Barcelon recieves 73 points.
MorePoints(realMadrid, barcelona)
In La Liga 2021-2022, Real Madrid and Barcelona both recieve 3 points from the games between them.
¬MorePointsInGameBetween(realMadrid, barcelona) ∧ ¬MorePointsInGameBetween(barcelona, realMadrid)
Lawton Park is a neighbourhood in Seattle.
Neighbourhoodin(lawtonPark, seattle)
All citizens of Lawton Park use the zip code 98199.
∀x (Citizenof(x, lawtonPark) → Usezipcode(x, number98199))
Tom is a citizen of Lawton Park.
Citizenof(tom, lawtonPark)
Daniel uses the zip code 98199.
Usezipcode(daniel, number98199)
If a legislator is found guilty of stealing government funds, they will be suspended from office.
∀x (IsLegislator(x) ∧ StealsFunds(x) → Suspended(x))
Tiffany T. Alston was a legislator in Maryland's House of Delegates from 2011 to 2013.
IsLegislator(tiffanyTAlston)
Tiffany T. Alston was found guilty of stealing government funds in 2012.
StealsFunds(tiffanyTAlston)
Some fish may sting.
∃x ∃y (Fish(x) → Sting(x,y))
Stonefish is a fish.
Fish(stonefish)
It stings to step on a stonefish.
∀x (StepOn(stonefish, x) → Sting(stonefish, x))
Stonefish stings cause death if not treated.
∀x (Sting(stonefish, x) ∧ ¬Treated(x) → CauseDeath(x))
To treat stonefish stings, apply heat to the affected area or use an antivenom.
∀x (Sting(stonefish, x) ∧ (ApplyHeat(x) ∨ UseAntivenom(x)) → Treated(x))
Some monitors produced by LG have a type-c port.
∃x (LG(x) ∧ TypeC(x))
If the monitor has a type-c port, then it is not produced by AOC.
∀x (TypeC(x) → ¬AOC(x))
All monitors in the library are produced by AOC.
∀x (Library(x) → AOC(x))
L-2021 is either in the library or has a type-c port.
Library(l-2021) ⊕ TypeC(l-2021)
L-2021 is either produced by AOC and produced by LG, or neither produced by AOC nor produced by LG.
¬(AOC(l-2021) ⊕ LG(l-2021))
People eat meat regularly or are vegetation.
∀x (Meat(x) ∨ Vegetarian(x))
If people eat meat regularly, then they enjoy eating hamburgers and steaks.
∀x (Meat(x) → Hamburgers(x))
All people who are vegetarian are conscious of the environment or their health.
∀x (Vegetarian(x) → Conscious(x))
If people are conscious about the environment or their health, then they do not go to fast food places often.
∀x (Conscious(x) → ¬FastFood(x))
If people have busy schedules without time to cook, then they go to fast food places often.
∀x (Busy(x) → FastFood(x))
If Jeremy does not both go to fast food places often and is conscious about the environment or their health, then he goes to fast food places often.
¬(FastFood(jeremy) ∧ Conscious(jeremy)) → FastFood(jeremy)
Sam is doing a project.
∃x (Project(x) ∧ Do(sam, x))
A project is written either in C++ or in Python.
∀x (Project(x) → (WrittenIn(x, python) ⊕ WrittenIn(x, c++)))
If Sam does a project written in Python, he will not use a Mac.
∀x (Project(x) ∧ WrittenIn(x, python) ∧ Do(sam, x) → ¬Use(sam, mac))
Sam is using a Mac.
Use(sam, mac)
If Sam uses a Mac, he will play a song.
Use(sam, mac) → ∃x (Song(x) ∧ Play(sam, x))
If a song is not "Perfect", Sam will never play it.
∀x (¬Be(x, perfect) → ¬Play(sam, x))
All rabbits have fur
∀x (Rabbit(x) → HasFur(x))
Some pets are rabbits.
∃x (Pet(x) ∧ Reptile(x))
All video applications are software.
∀x (App(x) → Software(x))
All YouTube-related applications are video applications.
∀x (Youtube(x) → App(x))
An APP is either related to YouTube or Instagram.
∀x (Youtube(x) ∨ Instagram(x))
All Instagram is entertainment.
∀x (Instagram(x) → Entertainment(x))
All software is programmed.
∀x (Software(x) → Program(x))
All entertainments are interesting.
∀x (Entertainment(x) → Interesting(x))
If something is interesting, then it is good.
∀x (Interesting(x) → Good(x))
TikTok is not good.
¬Good(tiktok)
Ordinary is an unincorporated community.
UnincorporatedCommunity(ordinary)
Located within Elliot County, Ordinary is on Kentucky Route 32.
In(ordinary, elliotcounty) ∧ On(ordinary, kentuckyroute32)
Ordinary is located northwest of Sandy Hook.
NorthwestOf(ordinary, sandyhook)
All young adults go on a diet.
∀x (YoungAdult(x) → GoOnDiet(x))
All college students are young adults.
∀x (CollegeStudent(x) → YoungAdult(x))
All Yale students are college students.
∀x (YaleStudent(x) → CollegeStudent(x))
Someone is either a Yale student or a Harvard student.
∀x (YaleStudent(x) ∨ HarvardStudent(x))
All Harvard students are diligent.
∀x (HarvardStudent(x) → Diligent(x))
If Susan is a Harvard student, then she is a young adult.
HarvardStudent(susan) → YoungAdult(susan)
If Susan is a Yale student, then she does not go on a diet.
YaleStudent(susan) → ¬GoOnDiet(susan)
Vic DiCara plays guitar and bass.
Play(vicdicara, guitar) ∧ Play(vicdicara, bass)
The only style of music Vic DiCara plays is punk music.
¬(∃x (Music (vicdicara, punk) ∧ Music (vicdicara, x)))
Vic DiCara played in the band Inside Out.
Band(vicdicara, insideOut)
All athletes are good at sports.
∀x (Athlete(x) → GoodAtSports(x))
All Olympic gold medal winners are good athletes.
∀x (OlympicGoldMedalWinner(x) → Athlete(x))
No scientists are good at sports.
∀x (Scientist(x) → ¬GoodAtSports(x))
All Nobel laureates are scientists.
∀x (NobelLaureate(x) → Scientist(x))
Amy is good at sports or Amy is an Olympic gold medal winner.
GoodAtSports(amy) ∨ OlympicGoldMedalWinner(amy)
If Amy is not a Nobel laureate, then Amy is not an Olympic gold medal winner.
¬NobelLaureate(amy) → ¬OlympicGoldMedalWinner(amy)
All fruits with the color red contain a large amount of vitamin C.
∀x (RedFruit(x) → VC(x))
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