Absoluteminimumat (-π/2,-1)Decreasingon (-∞, -1)and (1, ∞)AbsoluteMinimumat (0, 0)Localmaximumat (0, 7)Decreasingon (0, 3)Increasingon (-π/2,0)Absolutemaximumat (0, 3)Localminimumat (1, 6)Increasingon (-3, 0)Increasingon (0, ∞)Decreasingon (0, π/2)Absolutemaximumat (π/2, 1)Localmaximumat (0, 1)Decreasingon (-∞, 0)Decreasingon (0, 1)Decreasingon (-∞, 0)and (0, ∞)Criticalvalues atx=0,3,-3Increasingon (-1, 1)Increasingon (-π/2,π/2)Increasingon (-∞, 0)and (1, ∞)Criticalvaluesat x=0,1Localmaximumat (1, 2)Localminimumat (-1, -2)Increasingon (-∞, 0)and (0, ∞)Absoluteminimumat (-π/2,-1)Decreasingon (-∞, -1)and (1, ∞)AbsoluteMinimumat (0, 0)Localmaximumat (0, 7)Decreasingon (0, 3)Increasingon (-π/2,0)Absolutemaximumat (0, 3)Localminimumat (1, 6)Increasingon (-3, 0)Increasingon (0, ∞)Decreasingon (0, π/2)Absolutemaximumat (π/2, 1)Localmaximumat (0, 1)Decreasingon (-∞, 0)Decreasingon (0, 1)Decreasingon (-∞, 0)and (0, ∞)Criticalvalues atx=0,3,-3Increasingon (-1, 1)Increasingon (-π/2,π/2)Increasingon (-∞, 0)and (1, ∞)Criticalvaluesat x=0,1Localmaximumat (1, 2)Localminimumat (-1, -2)Increasingon (-∞, 0)and (0, ∞)

Critical 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
C
2
I
3
R
4
T
5
I
6
C
7
T
8
I
9
R
10
C
11
R
12
R
13
T
14
T
15
C
16
I
17
C
18
T
19
I
20
R
21
T
22
R
23
C
24
I
  1. C-Absolute minimum at (-π/2, -1)
  2. I-Decreasing on (-∞, -1) and (1, ∞)
  3. R-Absolute Minimum at (0, 0)
  4. T-Local maximum at (0, 7)
  5. I-Decreasing on (0, 3)
  6. C-Increasing on (-π/2, 0)
  7. T-Absolute maximum at (0, 3)
  8. I-Local minimum at (1, 6)
  9. R-Increasing on (-3, 0)
  10. C-Increasing on (0, ∞)
  11. R-Decreasing on (0, π/2)
  12. R-Absolute maximum at (π/2, 1)
  13. T-Local maximum at (0, 1)
  14. T-Decreasing on (-∞, 0)
  15. C-Decreasing on (0, 1)
  16. I-Decreasing on (-∞, 0) and (0, ∞)
  17. C-Critical values at x=0,3,-3
  18. T-Increasing on (-1, 1)
  19. I-Increasing on (-π/2, π/2)
  20. R-Increasing on (-∞, 0) and (1, ∞)
  21. T-Critical values at x=0,1
  22. R-Local maximum at (1, 2)
  23. C-Local minimum at (-1, -2)
  24. I-Increasing on (-∞, 0) and (0, ∞)