x+2E.g. ofcontinuousfunctionsin xE.g. ofcontinuousfunctionAs xapproaches0 from right0QuotientRule01/xE.g. ofnon-continuousfunctionTheoremregardingfunction limitbounded bytwo othersSqueezeTheoremPowerRuleSum orDifferenceRuleyesIs f(x)g(x)continuous?yesIs f(x)+g(x)continuous?noIs f(x)/g(x)continuousforg(a)=0?ProductRuleyesIs f(x)-g(x)continuous?As xapproaches0 from lefttan xE.g. ofnon-continuousfunctionyesIs Kf(x)continuous?If f(a)existsSigmaConstantMultipleRuleLimitsx+2E.g. ofcontinuousfunctionsin xE.g. ofcontinuousfunctionAs xapproaches0 from right0QuotientRule01/xE.g. ofnon-continuousfunctionTheoremregardingfunction limitbounded bytwo othersSqueezeTheoremPowerRuleSum orDifferenceRuleyesIs f(x)g(x)continuous?yesIs f(x)+g(x)continuous?noIs f(x)/g(x)continuousforg(a)=0?ProductRuleyesIs f(x)-g(x)continuous?As xapproaches0 from lefttan xE.g. ofnon-continuousfunctionyesIs Kf(x)continuous?If f(a)existsSigmaConstantMultipleRuleLimits

Aydar Eng Math 2 Week 4 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. E.g. of continuous function
    x+2
  2. E.g. of continuous function
    sin x

  3. As x approaches 0 from right

  4. 0

  5. Quotient Rule

  6. 0

  7. E.g. of non-continuous function
    1/x

  8. Squeeze Theorem
    Theorem regarding function limit bounded by two others

  9. Power Rule

  10. Sum or Difference Rule

  11. Is f(x)g(x) continuous?
    yes
  12. Is f(x)+g(x) continuous?
    yes
  13. Is f(x)/g(x) continuous for g(a)=0?
    no

  14. Product Rule
  15. Is f(x)-g(x) continuous?
    yes

  16. As x approaches 0 from left

  17. E.g. of non-continuous function
    tan x
  18. Is Kf(x) continuous?
    yes

  19. If f(a) exists

  20. Sigma

  21. Constant Multiple Rule

  22. Limits