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Whisk and Wonder Math

A collection of word problems centered around a bakery theme, focusing on mixed operations with whole numbers and addition/subtraction of fractions with like denominators.

DGDanielle Gagnon

Whisk and Wonder Math

A collection of word problems centered around a bakery theme, focusing on mixed operations with whole numbers and addition/subtraction of fractions with like denominators.

DGDanielle Gagnon

Workspace

  1. The bakery had a shipment of 2,500 organic eggs. They used 1,185 eggs for the morning pastry batches and another 648 eggs for the custard pies. How many eggs are left?

Workspace

  1. If one industrial baking rack holds 64 mini fruit tarts, how many tarts are there on 28 fully loaded racks?

Workspace

Whisk & Wonder Math • Bakery Blitz: Level Up! Page 3 of 5

Bakery Blitz: Level Up!

Name: ______________________ Date: _________

Section 4: Final Batches (Multi-step & Decimals)

  1. A family-sized catering box of pastries serves 16 guests. If the bakery sells 54 of these boxes for a festival, how many total guests will they serve?

Workspace

  1. A master baker had \(2\frac{3}{12}\) gallons of whipping cream. After making a mountain of vanilla frosting, there is only \(\frac{8}{12}\) of a gallon left. How much cream did the baker use?

Workspace

  1. An automated depositor machine produces 135 specialty glazed donuts per batch. If the bakery runs 26 batches every day, how many donuts do they produce daily?

Workspace

  1. There are 1,092 colorful macarons to be packaged neatly into gift boxes of 12. How many boxes can the bakery fill completely?

Workspace

Whisk & Wonder Math • Bakery Blitz: Level Up! Page 4 of 5

Bakery Blitz: Level Up!

Name: ______________________ Date: _________

Section 5: Bonus Blitz (Challenge Round)

  1. The bakery made \(6\frac{5}{8}\) trays of red velvet cookies and \(4\frac{7}{8}\) trays of white chocolate macadamia cookies. How many trays of premium cookies were made in total?

Workspace

  1. A massive supply truck carried 4,500 pounds of ingredients. It dropped off 1,385 pounds of flour at Whisk & Wonder, and another 1,648 pounds at a sister bakery. How many pounds of cargo remain on the truck?

Workspace

  1. Each specialty decorator can pipe intricate designs onto 35 cupcakes in an hour. If there are 6 decorators working for 8 hours, how many cupcakes can they decorate in total?

Workspace

  1. At the end of the weekend, there were \(1\frac{2}{10}\) gourmet strawberry tarts remaining. The evening staff sliced up \(\frac{7}{10}\) of a tart for a tasting. What fraction of the strawberry tarts remains?

Workspace

Whisk & Wonder Math • Bakery Blitz: Level Up! Page 5 of 5

\(210 \times 8\) multi-step 1,680 cupcakes

  1. \(1\frac{2}{10} - \frac{7}{10} = \frac{12}{10} - \frac{7}{10} = \frac{5}{10}\) =

Fraction subtraction with simplify \(\frac{1}{2}\) tart

Level Up: Teacher Facilitation & Grading Guide

Common Student Misconceptions

  • Fraction Denominator Addition: In Q5, Q10, and Q17, watch for students who add denominators (e.g., \(\frac{5}{8} + \frac{7}{8} = \frac{12}{16}\)). Reinforce that the denominator represents the family/slice size, which remains unchanged.
  • Regrouping in Subtraction: In Q2 and Q18, subtraction across multiple zeroes may trigger errors like \(800 - 543 = 343\) (subtracting small from large instead of regrouping). Have students model the place-value trade.
  • Mixed Number Borrowing: In Q14 and Q20, students may struggle with borrowing a whole. Teach them to convert the mixed number to an improper fraction first (e.g., \(2\frac{3}{12} = \frac{27}{12}\)), which simplifies subtraction enormously.

Scaffolding Prompts

"If you have 1 whole tray, how many slices is that if it's divided into 10ths? Excellent, \(\frac{10}{10}\). So if you have \(1\frac{2}{10}\) trays, how many 10ths do you have in total?"

Grading Rubric (Per Problem)

  • 🥇 5 pts: Perfect calculation, work shown, units included.
  • 🥈 3-4 pts: Correct setup & work, minor arithmetic slip.
  • 🥉 1-2 pts: Visualized the workspace but set up wrong operations.

Whisk & Wonder Math • Level Up Teacher Guide Page 2 of 2

  • A dance game simulator records 96 beats per song. If Leo plays 12 songs in a row, how many total beats does he step on?

  • There are 864 vintage tokens to be placed into collectible cases of 8. How many cases can the arcade fill completely?

  • Mega Bonus Round

    1. The arcade ordered \(4\frac{2}{6}\) crates of racing simulator parts and \(3\frac{3}{6}\) crates of basketball shooting game parts. How many crates of parts did they receive in total?

    2. A delivery van carried 3,000 pounds of heavy gaming cabinets. It dropped off 654 pounds of weight at the downtown branch and 782 pounds at the mall branch. How much weight is still on the van?

    3. Each prize assistant can sort 18 prize bags in an hour. If there are 6 assistants working for 8 hours, how many prize bags can they sort in total?

    4. At the end of the tournament, there was \(\frac{9}{10}\) of a giant team energy meter filled. A boss battle drained \(\frac{3}{10}\) of the meter. What fraction of the energy meter is remaining?

    Workspace

    1. The arcade warehouse had a shipment of 3,000 blank swipe cards. They programmed 1,245 cards for the morning visitors and 784 cards for the afternoon gamers. How many blank cards are left?

    Workspace

    1. If one metal storage shelf holds 72 retro arcade game cartridges, how many game cartridges are there on 24 fully loaded shelves?

    Workspace

    Arcade Action Math • Level Up! • Set B Page 3 of 5

    Arcade Action: Level Up!

    Name: ______________________ Date: _________

    Section 4: High Scores (Multi-step Problems)

    1. A family-sized gaming hub box serves 18 players at a time. If the arcade sells 48 of these hub boxes to local clubs, how many total players will they serve?

    Workspace

    1. A system administrator has \(2\frac{1}{12}\) gigabytes of spare cloud storage. After running a large database backup, there is only \(\frac{7}{12}\) of a gigabyte left. How many gigabytes of storage did the backup use?

    Workspace

    1. An advanced laser tag emitter produces 145 light pulses per game cycle. If the arena runs 24 game cycles every day, how many light pulses are produced daily?

    Workspace

    1. There are 1,144 collectible gaming figurines to be packaged neatly into prize boxes of 11. How many boxes can the arcade fill completely?

    Workspace

    Arcade Action Math • Level Up! • Set B Page 4 of 5

    Arcade Action: Level Up!

    Name: ______________________ Date: _________

    Section 5: Mega Bonus Round (Challenge Round)

    1. The arcade prize counter displayed \(5\frac{5}{8}\) cases of vintage gaming pins and \(3\frac{7}{8}\) cases of limited-edition stickers. How many cases of collectibles were displayed in total?

    Workspace

    1. A massive cargo ship carried 5,000 pounds of heavy simulation equipment. It dropped off 1,475 pounds of gear at Whisk & Wonder Arcade, and another 1,836 pounds at a sister arcade. How many pounds of cargo remain on the ship?

    Workspace

    1. Each prize designer can print 45 custom gamer decals in an hour. If there are 6 designers working for 6 hours, how many custom decals can they print in total?

    Workspace

    1. At the end of the weekend, there were \(1\frac{3}{10}\) gigawatt power cells remaining in the arcade's main generator. The evening technician drained \(\frac{8}{10}\) of a power cell for a calibration test. What fraction of a power cell remains in the generator?

    Workspace

    Arcade Action Math • Level Up! • Set B Page 5 of 5

  • 45 × 6 × 6 =
  • \(270 × 6\) multi-step 1,620 decals

    1. \(1\frac{3}{10} - \frac{8}{10} = \frac{13}{10} - \frac{8}{10} = \frac{5}{10}\) =

    Fraction subtraction with simplify \(\frac{1}{2}\) cell

    Level Up: Teacher Facilitation & Grading Guide

    Common Student Misconceptions

    • Fraction Denominator Addition: In Q5, Q10, and Q17, watch for students who add denominators (e.g., \(\frac{5}{8} + \frac{6}{8} = \frac{11}{16}\)). Reinforce that the denominator represents the family/slice size, which remains unchanged.
    • Regrouping in Subtraction: In Q2 and Q18, subtraction across multiple zeroes may trigger errors like \(900 - 568 = 432\) (subtracting small from large instead of regrouping). Have students model the place-value trade.
    • Mixed Number Borrowing: In Q14 and Q20, students may struggle with borrowing a whole. Teach them to convert the mixed number to an improper fraction first (e.g., \(2\frac{1}{12} = \frac{25}{12}\)), which simplifies subtraction enormously.

    Scaffolding Prompts

    "If you have 1 whole power cell, how many tenths is that? Excellent, \(\frac{10}{10}\). So if you have \(1\frac{3}{10}\) power cells, how many tenths do you have in total?"

    Grading Rubric (Per Problem)

    • 🥇 5 pts: Perfect calculation, work shown, units included.
    • 🥈 3-4 pts: Correct setup & work, minor arithmetic slip.
    • 🥉 1-2 pts: Visualized the workspace but set up wrong operations.

    Arcade Action Math • Level Up Teacher Guide • Set B Page 2 of 2

    BASEBALL BLITZ • STAGE 1 Page 2 of 5

    ⚾ BASEBALL BLITZ | Innings 6 - 10

    Player Scorecard

    09

    Spring Training Bats

    A major shipment of 75 boxes of official wooden bats arrived at spring training. Each box contained 18 bats. If 45 bats were found to have hairline cracks and could not be used, how many bats were safe and usable?

    Answer: _________________ bats

    10

    The Rookie's Contract

    An incredibly rare rookie trading card was purchased for \(38 \frac{3}{4}\) dollars at an auction. After the rookie won the MVP award, its value increased by \(15 \frac{3}{4}\) dollars. What is the rookie card's new dollar value?

    Answer: $ _________________

    11

    Seating Upgrade

    Premium Section 102 has 34 rows, each containing exactly 24 seats. If 12 seats in every row are permanently reserved for season ticket holders, how many seats in Section 102 are available for single-game purchase?

    Answer: _________________ seats

    12

    Uniform Cleaning

    The clubhouse equipment manager washed \(22 \frac{5}{6}\) loads of dirty white home uniforms and \(14 \frac{5}{6}\) loads of gray away uniforms. How many more loads of home uniforms were washed than away uniforms?

    Answer: _________________ loads

    BASEBALL BLITZ • STAGE 1 Page 3 of 5

    ⚾ BASEBALL BLITZ | Innings 11 - 15

    Player Scorecard

    13

    Concession Cup Stack

    The outfield concessions ordered 15 giant boxes of souvenir stadium cups. Each box contained exactly 250 cups. By the end of the 9th inning, they had 875 cups left over. How many cups did they use during the game?

    Answer: _________________ cups

    14

    Team Travel Snacks

    The team nutritionist prepared \(9 \frac{5}{8}\) bags of organic mixed nuts and \(12 \frac{7}{8}\) bags of premium dried fruit slices for a long road trip. What was the combined amount of healthy snacks prepared?

    Answer: _________________ bags

    15

    Baseball Stitching

    Every official game baseball requires exactly 108 hand-crafted double stitches. A specialty machine can stitch 45 baseballs in one hour. How many total stitches does this machine make during a full 8-hour shift?

    Answer: _________________ stitches

    16

    Pine Tar Formula

    The equipment manager prepared a grip-enhancing mixture by combining \(4 \frac{5}{12}\) ounces of sticky pine tar with \(2 \frac{11}{12}\) ounces of fine rosin powder. How many total ounces did they produce?

    Answer: _________________ ounces

    BASEBALL BLITZ • STAGE 1 Page 4 of 5

    ⚾ BASEBALL BLITZ | Innings 16 - 20

    Player Scorecard

    17

    Home Run Derby Prize

    A total cash prize pool of $15,000 is divided among the top three Home Run Derby hitters. The winner receives $7,500. The runner-up receives $4,850. How much money does the third-place finisher receive?

    Answer: $ _________________

    18

    The Field Maintenance

    The expert grounds crew used \(15 \frac{3}{10}\) bags of premium clay mixture to rebuild the pitcher's mound, and \(8 \frac{7}{10}\) bags to patch up the batter's box. How many bags of clay did they use in total?

    Answer: _________________ bags

    19

    The Mascot's Candy Toss

    The team mascot tossed 12 bags of ballpark candies into the crowd. Each bag had exactly 48 individual candies. If 156 pieces of candy dropped and were not caught, how many total candies were successfully caught by fans?

    Answer: _________________ candies

    20

    Leftover Turf Roll

    The stadium turf crew had a rolls-worth of grass turf that was \(35 \frac{1}{8}\) yards long. They used \(19 \frac{5}{8}\) yards to repair the deep outfield. How many yards of grass turf remain on the roll?

    Answer: _________________ yards

    BASEBALL BLITZ • STAGE 1 Page 5 of 5

    Total seats: \(34 \text{ rows} \times 24 = 816\)
    Season seats: \(34 \times 12 = 408\)
    Available: \(816 - 408 = 408\) seats

    Final Ans: 408 seats

    12. Uniform Cleaning Fractions

    Equation: \(22 \frac{5}{6} - 14 \frac{5}{6}\)
    Calculation: \(22 - 14 = 8\)
    Difference: \(8\) loads exactly

    Final Ans: 8 loads

    13. Concession Cup Whole Numbers

    Total cups: \(15 \times 250 = 3,750\)
    Remaining: \(875\) cups
    Used: \(3,750 - 875 = 2,875\) cups

    Final Ans: 2,875 cups

    14. Nutritionist Snacks Fractions

    Equation: \(9 \frac{5}{8} + 12 \frac{7}{8}\)
    Calculation: \(21 \frac{12}{8} = 22 \frac{4}{8}\)
    Simplified: \(22 \frac{1}{2}\) bags

    Final Ans: 22 1/2 bags

    15. Baseball Stitching Whole Numbers

    Stitches/Hr: \(45 \times 108 = 4,860\)
    8-Hour Shift: \(4,860 \times 8 = 38,880\)
    Total Stitches: \(38,880\)

    Final Ans: 38,880 stitches

    16. Pine Tar Formula Fractions

    Equation: \(4 \frac{5}{12} + 2 \frac{11}{12}\)
    Calculation: \(6 \frac{16}{12} = 7 \frac{4}{12}\)
    Simplified: \(7 \frac{1}{3}\) ounces

    Final Ans: 7 1/3 ounces

    17. Derby Prizes Whole Numbers

    1st + 2nd: \(\$7,500 + \$4,850 = \$12,350\)
    Total Pool: \(\$15,000\)
    3rd Place: \(\$15,000 - \$12,350 = \$2,650\)

    Final Ans: $2,650

    18. Field Clay Fractions

    Equation: \(15 \frac{3}{10} + 8 \frac{7}{10}\)
    Calculation: \(23 \frac{10}{10} = 24\)
    Sum: \(24\) bags exactly

    Final Ans: 24 bags

    19. Mascot Candy Whole Numbers

    Total candy: \(12 \times 48 = 576\)
    Dropped: \(156\) pieces
    Caught: \(576 - 156 = 420\) pieces

    Final Ans: 420 candies

    20. Turf Roll Left Fractions

    Equation: \(35 \frac{1}{8} - 19 \frac{5}{8}\)
    Regrouping: \(34 \frac{9}{8} - 19 \frac{5}{8}\)
    Difference: \(15 \frac{4}{8} = 15 \frac{1}{2}\) yards

    Final Ans: 15 1/2 yards

    Coach's Post-Game Debrief (Key Concepts & Pitfalls)

    1. Fractional Subtraction Regrouping

    For problems 4, 6, and 20, students must borrow a whole unit. Ensure they correctly add to the existing numerator (e.g., \(35 \frac{1}{8} \rightarrow 34 \frac{9}{8}\)) instead of just appending a 10 to the numerator.

    2. Multi-step Whole Number Logic

    Problems 1, 3, 5, 11, and 19 require multiple operations. Watch for students stopping after the first multiplication or addition step without resolving the ultimate question asked.

    BASEBALL BLITZ KEY • STAGE 1 Page 2 of 2

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