Prove that thesum of any twoconsecutiveintegers is oddYou have two ropes thateach take an hour toburn; however, they burnat inconsistent rates.How can you measure45 minutes? (You canlight one or both ropesand one or both ends ofa rope at once)differentiate   How manysubsets arethere in a setof threeobjects?Derive andprove a closedformula tocalculate1+2+3+...+nIf five cats cancatch five mice infive minutes, howlong will it takeone cat to catchone mouse?You have five boxes in arow numbered 1 to 5, inwhich a cat is hiding. Everynight, he jumps to anadjacent box, and everymorning, you have onechance to open a box tofind him. How do you winthis game of hide andseek?calculate     Is the mapfrom peopleto cats theyadore afunction?How manypermutationscan youhave with 5objects?Howwould youwrite 17 inbinary?Prove thesum of anytwo oddnumbers isevenCan a functionmap twoelements to thesame targetelement?"Zero is anatural number"- Discuss (500words)(actually just tellme your opinion)differentiate   How manyroots does aquadraticfunction have inthe complexnumbers?Can two functionsappliedsuccessively resultin a differentanswer dependingon the order theywere applied?ProvePythagoras'Theoremcalculate   Susan and Lisadecided to play tennisagainst each other.They bet $1 on eachgame they played.Susan won three betsand Lisa won $5overall. How manygames did they play?What is 1+1in the fieldwith twoelements?Five people wereeating apples, Alicefinished before Bob,but behind Charlie.Diane finished beforeEmily, but behindBob. What was thefinishing order?If a functionuniquely mapseach element toa target element,does it have aninverse?Prove thatthe squareroot of 2 isirrationalProve that thesum of any twoconsecutiveintegers is oddYou have two ropes thateach take an hour toburn; however, they burnat inconsistent rates.How can you measure45 minutes? (You canlight one or both ropesand one or both ends ofa rope at once)differentiate   How manysubsets arethere in a setof threeobjects?Derive andprove a closedformula tocalculate1+2+3+...+nIf five cats cancatch five mice infive minutes, howlong will it takeone cat to catchone mouse?You have five boxes in arow numbered 1 to 5, inwhich a cat is hiding. Everynight, he jumps to anadjacent box, and everymorning, you have onechance to open a box tofind him. How do you winthis game of hide andseek?calculate     Is the mapfrom peopleto cats theyadore afunction?How manypermutationscan youhave with 5objects?Howwould youwrite 17 inbinary?Prove thesum of anytwo oddnumbers isevenCan a functionmap twoelements to thesame targetelement?"Zero is anatural number"- Discuss (500words)(actually just tellme your opinion)differentiate   How manyroots does aquadraticfunction have inthe complexnumbers?Can two functionsappliedsuccessively resultin a differentanswer dependingon the order theywere applied?ProvePythagoras'Theoremcalculate   Susan and Lisadecided to play tennisagainst each other.They bet $1 on eachgame they played.Susan won three betsand Lisa won $5overall. How manygames did they play?What is 1+1in the fieldwith twoelements?Five people wereeating apples, Alicefinished before Bob,but behind Charlie.Diane finished beforeEmily, but behindBob. What was thefinishing order?If a functionuniquely mapseach element toa target element,does it have aninverse?Prove thatthe squareroot of 2 isirrational

Graduation Bingo - Call List

(Print) Use this randomly generated list as your call list when playing the game. 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.


1
I
2
G
3
O
4
O
5
N
6
O
7
N
8
I
9
G
10
G
11
B
12
B
13
B
14
N
15
G
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I
17
O
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O
19
B
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I
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I
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B
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N
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G
  1. I-Prove that the sum of any two consecutive integers is odd
  2. G-You have two ropes that each take an hour to burn; however, they burn at inconsistent rates. How can you measure 45 minutes? (You can light one or both ropes and one or both ends of a rope at once)
  3. O-differentiate
  4. O-How many subsets are there in a set of three objects?
  5. N-Derive and prove a closed formula to calculate 1+2+3+...+n
  6. O-If five cats can catch five mice in five minutes, how long will it take one cat to catch one mouse?
  7. N-You have five boxes in a row numbered 1 to 5, in which a cat is hiding. Every night, he jumps to an adjacent box, and every morning, you have one chance to open a box to find him. How do you win this game of hide and seek?
  8. I-calculate
  9. G-Is the map from people to cats they adore a function?
  10. G-How many permutations can you have with 5 objects?
  11. B-How would you write 17 in binary?
  12. B-Prove the sum of any two odd numbers is even
  13. B-Can a function map two elements to the same target element?
  14. N-"Zero is a natural number" - Discuss (500 words) (actually just tell me your opinion)
  15. G-differentiate
  16. I-How many roots does a quadratic function have in the complex numbers?
  17. O-Can two functions applied successively result in a different answer depending on the order they were applied?
  18. O-Prove Pythagoras' Theorem
  19. B-calculate
  20. I-Susan and Lisa decided to play tennis against each other. They bet $1 on each game they played. Susan won three bets and Lisa won $5 overall. How many games did they play?
  21. I-What is 1+1 in the field with two elements?
  22. B-Five people were eating apples, Alice finished before Bob, but behind Charlie. Diane finished before Emily, but behind Bob. What was the finishing order?
  23. N-If a function uniquely maps each element to a target element, does it have an inverse?
  24. G-Prove that the square root of 2 is irrational