scalefactorfactor by whichevery length in anoriginal figure isincreased ordecreased tomake a scaledcopyproductanswer to amultiplicationproblemratioa way tocomparetwoquantitiesan amount ofsomethingper ONE ofanotherunitrateanswer toa divisionproblemquotient1.6/18/5 indecimalform$1.50/1 lb.unit ratefor$9.00/6lbs.3/527/45reducesto thisfractiondenominatorthebottomnumber ofa fractionquotienttheanswer toa divisionproblemsumthe answerto anadditionproblemnumeratorthe topnumber ofa fractiony/xHow do youfind theconstant, k?2/3thereciprocalof 3/2lowesttermssmallest number afraction becomeswhen reduced byits greatestcommon factor4/4anexample of1 whole asa fractionunitratean amount ofsomethingper ONE ofanotherdifferencethe answerto asubtractionproblemscaledcopya figure in whichevery length isincreased ordecreased by thesame scale factorratea comparisonof 2 relatedquantities when1 is NOT adenominator3-Dshapea shape withlength,width, andheight; hasvolume5/4thereciprocalof 4/52-DshapeA shape withlength andwidth (area,not volume)factornumbers wecan multiplytogether toget a productscalefactorfactor by whichevery length in anoriginal figure isincreased ordecreased tomake a scaledcopyproductanswer to amultiplicationproblemratioa way tocomparetwoquantitiesan amount ofsomethingper ONE ofanotherunitrateanswer toa divisionproblemquotient1.6/18/5 indecimalform$1.50/1 lb.unit ratefor$9.00/6lbs.3/527/45reducesto thisfractiondenominatorthebottomnumber ofa fractionquotienttheanswer toa divisionproblemsumthe answerto anadditionproblemnumeratorthe topnumber ofa fractiony/xHow do youfind theconstant, k?2/3thereciprocalof 3/2lowesttermssmallest number afraction becomeswhen reduced byits greatestcommon factor4/4anexample of1 whole asa fractionunitratean amount ofsomethingper ONE ofanotherdifferencethe answerto asubtractionproblemscaledcopya figure in whichevery length isincreased ordecreased by thesame scale factorratea comparisonof 2 relatedquantities when1 is NOT adenominator3-Dshapea shape withlength,width, andheight; hasvolume5/4thereciprocalof 4/52-DshapeA shape withlength andwidth (area,not volume)factornumbers wecan multiplytogether toget a product

Ratios and Proportions 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 I
2
O O
3
B B
4
I I
5
G G
6
B B
7
G G
8
B B
9
I I
10
O O
11
I I
12
B B
13
G G
14
G G
15
B B
16
O O
17
N N
18
N N
19
N N
20
O O
21
O O
22
N N
23
I I
24
G G
  1. I-factor by which every length in an original figure is increased or decreased to make a scaled copy
    I-scale factor
  2. O-answer to a multiplication problem
    O-product
  3. B-a way to compare two quantities
    B-ratio
  4. I-unit rate
    I-an amount of something per ONE of another
  5. G-quotient
    G-answer to a division problem
  6. B-8/5 in decimal form
    B-1.6/1
  7. G-unit rate for $9.00/6 lbs.
    G-$1.50/ 1 lb.
  8. B-27/45 reduces to this fraction
    B-3/5
  9. I-the bottom number of a fraction
    I-denominator
  10. O-the answer to a division problem
    O-quotient
  11. I-the answer to an addition problem
    I-sum
  12. B-the top number of a fraction
    B-numerator
  13. G-How do you find the constant, k?
    G-y/x
  14. G-the reciprocal of 3/2
    G-2/3
  15. B-smallest number a fraction becomes when reduced by its greatest common factor
    B-lowest terms
  16. O-an example of 1 whole as a fraction
    O-4/4
  17. N-an amount of something per ONE of another
    N-unit rate
  18. N-the answer to a subtraction problem
    N-difference
  19. N-a figure in which every length is increased or decreased by the same scale factor
    N-scaled copy
  20. O-a comparison of 2 related quantities when 1 is NOT a denominator
    O-rate
  21. O-a shape with length, width, and height; has volume
    O-3-D shape
  22. N-the reciprocal of 4/5
    N-5/4
  23. I-A shape with length and width (area, not volume)
    I-2-D shape
  24. G-numbers we can multiply together to get a product
    G-factor