Description

🎃 Turn slope-intercept equation writing into a candy-collecting adventure with this engaging Halloween digital activity! Students earn virtual candy as they master writing equations in slope-intercept form from graphs, points, slopes, and standard form. The self-checking format with instant visual feedback keeps students motivated while the built-in differentiation makes this perfect for all learners! 🍬

✅ What’s Included:

📋 Digital “Sweets & Treats” Activity Google Sheets self-checking
📋 Color Task Cards differentiated by icon for easy identification
📋 Black & White Task Cards printer-friendly version
📋 Student Worksheet students can complete the printed worksheet before they play the digital version
📋 Instructions sheets make it the perfect activity for a sub, the directions are ready to print, and ready to post or send to students
📋 5 Problem Type Icons – Students will write equations in slope-intercept form given:

👻 Ghost – given the slope and the y-intercept

🪦 Tombstone – given a graph

🏚️ Haunted House – given an equation in standard form

🎃 Jack-o’-Lanterns – given a point and the slope

🔮 Cauldron – given two points

📋 Answer key

✅How the candy reward system works:

🍬 First Attempt Correct: 12 pieces of virtual candy
🍬 Second Attempt Correct: Fewer candy pieces (decreasing rewards)
🍬 Each Additional Attempt: Even fewer pieces
🍬 Goal: Collect as much candy as possible by answering correctly first time!

This reward system encourages students to slow down, check their work, and strive for accuracy – building essential mathematical habits while having fun!

✅Perfect for:

🎯 Algebra 1 & 8th Grade Math – Core equation writing skills
🎯 Halloween Math Centers – Engaging station activity
🎯 Review Before Assessments – Comprehensive practice
🎯 Differentiated Instruction – Icons make it easy to assign specific types
🎯 Substitute Plans – Self-contained, engaging activity
🎯 Early Finishers – Challenge to collect maximum candy
🎯 Intervention & Remediation – Visual scaffolding supports learners

✅ Standards Alignment:

• TEKS 8.4C: Use data from a table or graph to determine rate of change
• TEKS 8.5I: Write an equation in the form y = mx + b to model a linear relationship
• TEKS A.2C: Write linear equations in two variables given a table of values, graph, and verbal description
• TEKS A.3A: Determine the slope of a line given a table of values, graph, two points, or equation
• TEKS A.3B: Calculate the rate of change of a linear function represented tabularly, graphically, or algebraically
• CCSS 8.F.A.3. Interpret the equation y = mx + b as defining a linear function
• CCSS HSA-CED.A.2: Create equations in two or more variables to represent relationships

✅Ideas for implementation:

• All students same icon
• Different icons by ability for hidden differentiation
• Student choice for autonomy and engagement
• Progressive challenges
• Whole-class digital activity
• Math center rotation
• Independent practice
• Homework assignment
• Assessment preparation
• Competition/game day
• Early finisher challenge
• Intervention support

Students won’t even know they’re working on different difficulty levels!

💡 BONUS TEACHER HACK:

Create a classroom leaderboard showing top candy collectors (without shaming lower performers). This creates friendly competition and motivates students to improve accuracy. You can also offer small prizes for students who collect 200+ pieces of candy!