2 x 3PrimeFactorsof 655LCM of5 & 1177The 11thmultipleof 710GCF of10 &40120Wendy goes to the storeevery 8 days and Kevingoes to the store every 15days. If they both went tothe store today, how manydays will it be until the nexttime they both go to thestore on the same day?15Evan is making braceletsfor his friends. He has 45yellow beads and 165 bluebeads. If all of the braceletsare made with the samenumber of yellow and bluebeads, what is themaximum amount ofidentical bracelets he canmake?48LCM of12 &16.18GCF of18 &36Productthe answerto amultiplicationproblemFactorA number thatwhen multipliedwith anotherproduces agiven numberPrimeFactorizationFinding thefactors of anumber thatare all prime75LCM of15 &25GCFThe largestnumber that isa factor of two(or more) othernumbers6GCF of12 &3024LCM of8 & 128Maya had 16 red flowersand 24 yellow flowers. Shewants to make bouquetswith the same number ofeach color flower in eachbouquet. What is thegreatest number ofbouquets that she canmake?5GCF of5 & 1511x2x2x2Primefactorsof 882x2x2x2x3Using a numbertree what is theprimefactorization for482x2x2x2x5Using a numbertree what is theprimefactorization for803GCF of6 & 1530LCM of6 & 10PrimeWhole numbersgreater than 1that only have 2factors, 1 anditself28LCM of4 & 14CompositeWholenumbers thathave morethan 2factors14Mrs. Hawker ismaking teams forKnowledge Bowl.There are 28 girlsand 14 boys. What isthe largest number ofteams she canmake?50LCM of10 &2521LCM of7 & 211GCF of7 & 85 x 5PrimeFactorsof 25LeastCommonMultipleThe smallestpossiblenumber thatcan be divisibleby bothnumbers2 x 3PrimeFactorsof 655LCM of5 & 1177The 11thmultipleof 710GCF of10 &40120Wendy goes to the storeevery 8 days and Kevingoes to the store every 15days. If they both went tothe store today, how manydays will it be until the nexttime they both go to thestore on the same day?15Evan is making braceletsfor his friends. He has 45yellow beads and 165 bluebeads. If all of the braceletsare made with the samenumber of yellow and bluebeads, what is themaximum amount ofidentical bracelets he canmake?48LCM of12 &16.18GCF of18 &36Productthe answerto amultiplicationproblemFactorA number thatwhen multipliedwith anotherproduces agiven numberPrimeFactorizationFinding thefactors of anumber thatare all prime75LCM of15 &25GCFThe largestnumber that isa factor of two(or more) othernumbers6GCF of12 &3024LCM of8 & 128Maya had 16 red flowersand 24 yellow flowers. Shewants to make bouquetswith the same number ofeach color flower in eachbouquet. What is thegreatest number ofbouquets that she canmake?5GCF of5 & 1511x2x2x2Primefactorsof 882x2x2x2x3Using a numbertree what is theprimefactorization for482x2x2x2x5Using a numbertree what is theprimefactorization for803GCF of6 & 1530LCM of6 & 10PrimeWhole numbersgreater than 1that only have 2factors, 1 anditself28LCM of4 & 14CompositeWholenumbers thathave morethan 2factors14Mrs. Hawker ismaking teams forKnowledge Bowl.There are 28 girlsand 14 boys. What isthe largest number ofteams she canmake?50LCM of10 &2521LCM of7 & 211GCF of7 & 85 x 5PrimeFactorsof 25LeastCommonMultipleThe smallestpossiblenumber thatcan be divisibleby bothnumbers

Prime Factorization, LCM & GCF 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. Prime Factors of 6
    2 x 3
  2. LCM of 5 & 11
    55
  3. The 11th multiple of 7
    77
  4. GCF of 10 &40
    10
  5. Wendy goes to the store every 8 days and Kevin goes to the store every 15 days. If they both went to the store today, how many days will it be until the next time they both go to the store on the same day?
    120
  6. Evan is making bracelets for his friends. He has 45 yellow beads and 165 blue beads. If all of the bracelets are made with the same number of yellow and blue beads, what is the maximum amount of identical bracelets he can make?
    15
  7. LCM of 12 & 16.
    48
  8. GCF of 18 & 36
    18
  9. the answer to a multiplication problem
    Product
  10. A number that when multiplied with another produces a given number
    Factor
  11. Finding the factors of a number that are all prime
    Prime Factorization
  12. LCM of 15 & 25
    75
  13. The largest number that is a factor of two (or more) other numbers
    GCF
  14. GCF of 12 & 30
    6
  15. LCM of 8 & 12
    24
  16. Maya had 16 red flowers and 24 yellow flowers. She wants to make bouquets with the same number of each color flower in each bouquet. What is the greatest number of bouquets that she can make?
    8
  17. GCF of 5 & 15
    5
  18. Prime factors of 88
    11x2x2x2
  19. Using a number tree what is the prime factorization for 48
    2x2x2x2x3
  20. Using a number tree what is the prime factorization for 80
    2x2x2x2x5
  21. GCF of 6 & 15
    3
  22. LCM of 6 & 10
    30
  23. Whole numbers greater than 1 that only have 2 factors, 1 and itself
    Prime
  24. LCM of 4 & 14
    28
  25. Whole numbers that have more than 2 factors
    Composite
  26. Mrs. Hawker is making teams for Knowledge Bowl. There are 28 girls and 14 boys. What is the largest number of teams she can make?
    14
  27. LCM of 10 & 25
    50
  28. LCM of 7 & 21
    21
  29. GCF of 7 & 8
    1
  30. Prime Factors of 25
    5 x 5
  31. The smallest possible number that can be divisible by both numbers
    Least Common Multiple