Level up your November math block with this 10-page, black-and-white “Thanksgiving Game Developer Math” worksheet pack. Students step into the role of junior game designers, using math to code scoring systems, balance bosses, place objects on maps, tune probabilities, and price in-game items. Each page features a clear game-design scenario, a reproducible line-art prompt, and 10 accurate, CCSS-aligned problems (the last item is a multi-step challenge). Verified answer keys are included for every worksheet.

What’s Included:

Worksheet 1: Turkey Run — Coding the Score System
Skills: Expressions, substitution, factoring, comparison of outcomes
Task: Model and evaluate a scoring formula with variables for coins, pies, and obstacles; compare two runs and justify which score wins.

Worksheet 2: Pie Panic — Designing Level Geometry
Skills: Area and circumference (circles), area (rectangles/triangles), perimeter, scale reasoning
Task: Compute areas/perimeters of game objects to balance space and difficulty; reason about doubling/scale effects.

Worksheet 3: Code Debug — Fix the Expression!
Skills: Combining like terms, distribution, evaluation, solving simple equations
Task: Diagnose and correct “buggy” algebra lines; substitute values and solve to restore working code.

Worksheet 4: Boss Battle — Scaling Damage Output
Skills: Ratios, proportions, percent change, linear modeling/interpretation
Task: Balance attack/defense, hits to defeat boss, and upgrade effects; interpret slope in a damage-per-hit model.

Worksheet 5: Data Table Designer — Tracking Game Stats
Skills: Mean/median/mode/range, unit rates, operations with decimals, data interpretation
Task: Analyze player performance data (coins, levels, time) and rank efficiency with clear justifications.

Worksheet 6: Build-A-Map — Coordinates & Geometry
Skills: Coordinate plane, distance and midpoint, slope, path length
Task: Plot objects, compute distances between points, and select efficient routes for a level map.

Worksheet 7: Power-Up Probability
Skills: Theoretical probability, compound events (independent draws), expected value (informal)
Task: Compute probabilities of item drops, express as fractions/percents, and discuss balance implications.

Worksheet 8: Coding Combo Bonuses
Skills: Exponents, geometric sequences, explicit formulas, growth interpretation
Task: Model combo multipliers, write and use Bn=50(1.5)n−1B_n=50(1.5)^{n-1}Bn​=50(1.5)n−1, and explain why exponential rewards feel exciting.

Worksheet 9: Logic Level — Unlock the Gate
Skills: Systems of equations (two variables), substitution, graphing a linear constraint
Task: Solve a two-equation puzzle to open a gate; verify solutions and explain why the system pinpoints one code.

Worksheet 10: Final Build — Game Economy Balance
Skills: Proportions, percent increase/discount, linear models, comparative ratios
Task: Price and discount items with multipliers, write C=base×multiplierC=\text{base}\times\text{multiplier}C=base×multiplier, and justify “best value.”

How It Helps Students:

• Translates abstract skills into authentic game-design problems that demand reasoning and justification.
  
• Builds fluency with expressions, proportions, geometry, probability, and data across multi-step contexts.
  
• Encourages mathematical communication through model selection, comparison, and evidence-based decisions.
  

How It Helps Teachers:

• No-prep, print-ready pages with consistent formatting and verified answer keys.
  
• Works for stations, homework, sub plans, enrichment, or a themed unit leading into the holiday.
  
• Clean black-and-white line art for easy photocopying; each page includes space for name/date.
  

Solves Key Pain Points:

• Keeps students engaged pre-holiday with rigorous, story-driven practice instead of rote drills.
  
• Integrates multiple Grade 7 strands into cohesive, real-world scenarios that feel relevant.
  
• Reduces planning time with clearly structured pages and dependable answer keys.

This resource includes typographically styled fractions and exponents, along with auto-formatted elements, designed to expose students to a variety of visual representations. By incorporating both digital and traditional formats, students encounter mathematical expressions in ways they may not often see in standard textbooks. This approach enhances flexible thinking and supports adaptation to various digital tools, platforms, and real-world scenarios. It encourages a deeper conceptual understanding and strengthens students’ confidence with diverse mathematical notations.

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