Gloria makes pies.To make 6 pies, sheuses 6 and (1/2)cups of flour. Howmany cups offlour are needed tomake 1 pie?An industrial printingmachine printed2349 pages in 9minutes. How muchwould it have printedin 8 minutes?Stacy uses (1/2) cupsof apple juice forevery (1/4) cup ofcranberry juice. Howmany cups of applesjuice does Stacy usefor 1 cup of cranberryjuice?Joan needs $60 for a classtrip. She has $32. Shecan earn $4 an hour mowinglawns. If theequation shows thisrelationship, how manyhours must Joan work to havethe money sheneeds?4h + 32 = 60London saved $25 in ajar each month for 2and (1/2) years. Shespent 75% of hersavingson a computer. Howmuch money didLondon have left in thejar?A video game was$46. This weekendthe game willbe marked 11% off.How much is thegame thisweekend?John eats (3/8)of a candy bar.What percent ofthe candy bardoes he eat?Solve:  (-1/4)x +2=-4Solve:5x+3=8A company makes2/3 of a box ofcards every 2days. How manyboxes does itmake in 7 days?If x = 4and y = 3thenxy−2x =A restaurant bill was$48 after tax. If youwanted toleave a 18 percenttip, how muchshould you leavetotal?James bought a jacketon sale for 50% off theoriginal price andanother 25% off thediscounted price. If thejacket originally cost$88, what was the finalsale price that Jamespaid for the jacket?A notebook costs$4.55 plus salestax. After salestax, the notebookis $4.86.What is the salestax rate?Solve andgraph: 14 < 3x + 26Solve: -5=7+3rThe entry fee to a fair is$4.00. Each riderequires a $0.50 ticket.Lisa spent a total of$12. How many ticketsdid she buy? Write anequation to representthis.Find theconstant ofproportionalityfor (4,48),(5,60) and(8,96)The temperature is8° F. As a cold frontmoves in, thetemperature drops6° F per hour. Whatis thetemperature at theend of 3 hours?Simplify(z – 4)(–2)+ 7(2z + 3+ 4z)Simplify:4(2x + 3 –5x) + 2(3x– 4)Solve andgraph:14 ≤ 3x +2Solve:-6-2m=10Solve:(1/3)x –6 = 18Gloria makes pies.To make 6 pies, sheuses 6 and (1/2)cups of flour. Howmany cups offlour are needed tomake 1 pie?An industrial printingmachine printed2349 pages in 9minutes. How muchwould it have printedin 8 minutes?Stacy uses (1/2) cupsof apple juice forevery (1/4) cup ofcranberry juice. Howmany cups of applesjuice does Stacy usefor 1 cup of cranberryjuice?Joan needs $60 for a classtrip. She has $32. Shecan earn $4 an hour mowinglawns. If theequation shows thisrelationship, how manyhours must Joan work to havethe money sheneeds?4h + 32 = 60London saved $25 in ajar each month for 2and (1/2) years. Shespent 75% of hersavingson a computer. Howmuch money didLondon have left in thejar?A video game was$46. This weekendthe game willbe marked 11% off.How much is thegame thisweekend?John eats (3/8)of a candy bar.What percent ofthe candy bardoes he eat?Solve:  (-1/4)x +2=-4Solve:5x+3=8A company makes2/3 of a box ofcards every 2days. How manyboxes does itmake in 7 days?If x = 4and y = 3thenxy−2x =A restaurant bill was$48 after tax. If youwanted toleave a 18 percenttip, how muchshould you leavetotal?James bought a jacketon sale for 50% off theoriginal price andanother 25% off thediscounted price. If thejacket originally cost$88, what was the finalsale price that Jamespaid for the jacket?A notebook costs$4.55 plus salestax. After salestax, the notebookis $4.86.What is the salestax rate?Solve andgraph: 14 < 3x + 26Solve: -5=7+3rThe entry fee to a fair is$4.00. Each riderequires a $0.50 ticket.Lisa spent a total of$12. How many ticketsdid she buy? Write anequation to representthis.Find theconstant ofproportionalityfor (4,48),(5,60) and(8,96)The temperature is8° F. As a cold frontmoves in, thetemperature drops6° F per hour. Whatis thetemperature at theend of 3 hours?Simplify(z – 4)(–2)+ 7(2z + 3+ 4z)Simplify:4(2x + 3 –5x) + 2(3x– 4)Solve andgraph:14 ≤ 3x +2Solve:-6-2m=10Solve:(1/3)x –6 = 18

7th Grade Bingo Review - 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. Gloria makes pies. To make 6 pies, she uses 6 and (1/2) cups of flour. How many cups of flour are needed to make 1 pie?
  2. An industrial printing machine printed 2349 pages in 9 minutes. How much would it have printed in 8 minutes?
  3. Stacy uses (1/2) cups of apple juice for every (1/4) cup of cranberry juice. How many cups of apples juice does Stacy use for 1 cup of cranberry juice?
  4. Joan needs $60 for a class trip. She has $32. She can earn $4 an hour mowing lawns. If the equation shows this relationship, how many hours must Joan work to have the money she needs? 4h + 32 = 60
  5. London saved $25 in a jar each month for 2 and (1/2) years. She spent 75% of her savings on a computer. How much money did London have left in the jar?
  6. A video game was $46. This weekend the game will be marked 11% off. How much is the game this weekend?
  7. John eats (3/8) of a candy bar. What percent of the candy bar does he eat?
  8. Solve: (-1/4)x +2= -4
  9. Solve: 5x+3=8
  10. A company makes 2/3 of a box of cards every 2 days. How many boxes does it make in 7 days?
  11. If x = 4 and y = 3 then xy−2x =
  12. A restaurant bill was $48 after tax. If you wanted to leave a 18 percent tip, how much should you leave total?
  13. James bought a jacket on sale for 50% off the original price and another 25% off the discounted price. If the jacket originally cost $88, what was the final sale price that James paid for the jacket?
  14. A notebook costs $4.55 plus sales tax. After sales tax, the notebook is $4.86. What is the sales tax rate?
  15. Solve and graph: 14 < 3x + 26
  16. Solve: -5=7+3r
  17. The entry fee to a fair is $4.00. Each ride requires a $0.50 ticket. Lisa spent a total of $12. How many tickets did she buy? Write an equation to represent this.
  18. Find the constant of proportionality for (4,48), (5,60) and (8,96)
  19. The temperature is 8° F. As a cold front moves in, the temperature drops 6° F per hour. What is the temperature at the end of 3 hours?
  20. Simplify (z – 4)(–2) + 7(2z + 3 + 4z)
  21. Simplify: 4(2x + 3 – 5x) + 2(3x – 4)
  22. Solve and graph: 14 ≤ 3x + 2
  23. Solve: -6-2m=10
  24. Solve: (1/3)x – 6 = 18