If p, then qqThereforep“I need to get anew MacBook.All the studentsin my classeshave their own.”Havingfault inlogic“She’s ignorant,maniacal and isbeing manipulated byadult climate changebedwetters funded byPutin.”Steve Malloy onGreta ThunbergEither p or qpThereforenot qIn formallogic, anargumentthat followslogical formLove ofwisdomThe secondsubject ofpremise thatfollows as aresult or effect(q)If p, then qIf q, then rTherefore rif p“Every human cellis very lightweight,so a human beingcomposed of cellsis also verylightweight”.A presumptionmade in formallogic, usuallyconsisting of 2premises and aconclusionReasoningused ineverydaylifeIf p, then qNot qThereforenot pThe studyand use oftruth andreasoningReason thatuses generalobservations tomake aprobableconclusion.If p, then qPThereforeqI had Starbucks onFriday, and then didgreat on myphilosophy test!Starbucks makesme smarter!An argument thatfollows properform; if thepremises are true,the conclusionMUST followMeasureof truth foran informalargumentI have to get my license! If Ican’t drive myself to work, Iwon’t be able to keep myjob. If I can’t work I can’tsave money. I won’t beable to afford university.Then I will never get a joband end up alone and poor!I HAVE to get my licensStatement thatan argumentclaims willjustify aconclusionReasons fromuniversaltruths toparticularconclusions“Well it’s time todecide.Will you contribute$50 to ourenvironmental fund,or are you on theside of environmentaldestruction?”The thing ofevent thatexisted beforeor logicallyprecedesanother (p)If p, then qqThereforep“I need to get anew MacBook.All the studentsin my classeshave their own.”Havingfault inlogic“She’s ignorant,maniacal and isbeing manipulated byadult climate changebedwetters funded byPutin.”Steve Malloy onGreta ThunbergEither p or qpThereforenot qIn formallogic, anargumentthat followslogical formLove ofwisdomThe secondsubject ofpremise thatfollows as aresult or effect(q)If p, then qIf q, then rTherefore rif p“Every human cellis very lightweight,so a human beingcomposed of cellsis also verylightweight”.A presumptionmade in formallogic, usuallyconsisting of 2premises and aconclusionReasoningused ineverydaylifeIf p, then qNot qThereforenot pThe studyand use oftruth andreasoningReason thatuses generalobservations tomake aprobableconclusion.If p, then qPThereforeqI had Starbucks onFriday, and then didgreat on myphilosophy test!Starbucks makesme smarter!An argument thatfollows properform; if thepremises are true,the conclusionMUST followMeasureof truth foran informalargumentI have to get my license! If Ican’t drive myself to work, Iwon’t be able to keep myjob. If I can’t work I can’tsave money. I won’t beable to afford university.Then I will never get a joband end up alone and poor!I HAVE to get my licensStatement thatan argumentclaims willjustify aconclusionReasons fromuniversaltruths toparticularconclusions“Well it’s time todecide.Will you contribute$50 to ourenvironmental fund,or are you on theside of environmentaldestruction?”The thing ofevent thatexisted beforeor logicallyprecedesanother (p)

Woodley 2 Bingo - Call List

(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.


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  1. If p, then q q Therefore p
  2. “I need to get a new MacBook. All the students in my classes have their own.”
  3. Having fault in logic
  4. “She’s ignorant, maniacal and is being manipulated by adult climate change bedwetters funded by Putin.” Steve Malloy on Greta Thunberg
  5. Either p or q p Therefore not q
  6. In formal logic, an argument that follows logical form
  7. Love of wisdom
  8. The second subject of premise that follows as a result or effect (q)
  9. If p, then q If q, then r Therefore r if p
  10. “Every human cell is very lightweight, so a human being composed of cells is also very lightweight”.
  11. A presumption made in formal logic, usually consisting of 2 premises and a conclusion
  12. Reasoning used in everyday life
  13. If p, then q Not q Therefore not p
  14. The study and use of truth and reasoning
  15. Reason that uses general observations to make a probable conclusion.
  16. If p, then q P Therefore q
  17. I had Starbucks on Friday, and then did great on my philosophy test! Starbucks makes me smarter!
  18. An argument that follows proper form; if the premises are true, the conclusion MUST follow
  19. Measure of truth for an informal argument
  20. I have to get my license! If I can’t drive myself to work, I won’t be able to keep my job. If I can’t work I can’t save money. I won’t be able to afford university. Then I will never get a job and end up alone and poor! I HAVE to get my licens
  21. Statement that an argument claims will justify a conclusion
  22. Reasons from universal truths to particular conclusions
  23. “Well it’s time to decide. Will you contribute $50 to our environmental fund, or are you on the side of environmental destruction?”
  24. The thing of event that existed before or logically precedes another (p)