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SECONDARY MATH66 pages

Arithmetic Sequences Task Cards & Scavenger Hunt | Recursive & Explicit Formulas

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Quick overview

The **Arithmetic Sequences Task Cards & Scavenger Hunt** is a ready-to-use Algebra resource designed to help students understand both **explicit and recursive arithmetic sequences** through differentiated task cards, self-checking stations, and real-world applications.

Students progress from identifying common differences and finding terms to writing **explicit formulas** and **recursive formulas**, then apply both representations to contexts such as savings, temperature changes, taxi fares, and other everyday situations. Four differentiated tiers make the resource flexible for scaffolding, on-level practice, and advanced application.

The included **12-station self-checking scavenger hunt** adds immediate feedback and movement while the teacher guides and observes student thinking rather than grading every step during the activity. The resource also includes worked solutions, misconception guidance, vocabulary, reference materials, recording sheets, and pacing options.

Product description

Arithmetic Sequences Task Cards & Scavenger Hunt — Recursive & Explicit Forms

A dual-format practice activity on arithmetic sequences that combines 24 differentiated task cards with a full-class Scavenger Hunt — covering both recursive and explicit formulas, a Common Core cluster (HSF.LE.A.2, HSF.BF.A.2) where most TPT resources only address the explicit form.

⭐ WHAT'S INCLUDED (66 Pages)

24 Task Cards — 4 Differentiated Tiers (6 cards each):

Tier A — Given a sequence, find the next 3 terms Tier B — Write the explicit formula: aₙ = a₁ + (n−1)d Tier C — Write the recursive formula: aₙ = aₙ₋₁ + d Tier D — Real-world applications (savings plans, ladder rungs, temperature change, reading challenges, log stacks, taxi fares) requiring both forms 12-Station Scavenger Hunt:

12 station cards posted around the room Self-checking closed loop — zero teacher grading during the activity Students solve, then find the next station whose "Previous Answer" matches Works from any starting station Teacher Support:

2 student recording sheets (task cards + scavenger hunt) Complete answer key with step-by-step worked solutions for every card Scavenger hunt loop-sequence answer key Common Core alignment table (HSF.LE.A.2, HSF.BF.A.1.a, HSF.BF.A.2, HSN.Q.A.2) Concept review pages with 9 labelled diagrams Vocabulary glossary Common misconceptions table + targeted teaching moves 7 research-based interactive teaching routines Editable Google Slides conversion guide for 1:1 classrooms Teacher pacing guide (3 scheduling options) with time-per-component table 🎯 WHY THIS RESOURCE STANDS OUT

✅ Both recursive AND explicit forms — most TPT arithmetic sequences resources cover only explicit. This unit gives equal weight to both, directly addressing HSF.BF.A.2.

✅ Self-checking scavenger hunt — students get immediate feedback with every move. You circulate and coach instead of grading.

✅ Worked solutions, not just answers — the answer key models the reasoning, so students (and substitutes!) can follow the logic.

✅ 4 differentiated tiers — meet students where they are: Tier A for scaffolding, Tier D for assessment-level rigor.

✅ Real-world applications — savings plans, temperature, ladder geometry, taxi fares. No generic "find the 10th term" filler.

✅ Print AND digital ready — Google Slides conversion guide included for 1:1 and hybrid classrooms.

📐 PERFECT FOR:

Algebra 1 and Algebra 2 arithmetic sequences units Common Core HSF.LE.A.2 and HSF.BF.A.2 alignment Stations, rotations, scoot activities, and small-group work Review days before assessments Sub plans (self-checking = no grading needed) Distance learning (convert to Google Slides using the included guide) Formative assessment (Tier D cards work as exit tickets or quizzes) 📋 STANDARDS ALIGNMENT

HSF.LE.A.2 — Construct linear and exponential functions, including arithmetic sequences HSF.BF.A.1.a — Determine an explicit expression, a recursive process, or steps for calculation from a context HSF.BF.A.2 — Write arithmetic sequences both recursively and with an explicit formula; translate between forms HSN.Q.A.2 — Define appropriate quantities for descriptive modeling Standards for Mathematical Practice: MP1, MP2, MP3, MP5, MP6, MP7, MP8

🔄 HOW TO USE

Print the task cards and scavenger stations on cardstock and laminate Choose your format: independent practice, tiered stations, scoot, or the full-class scavenger hunt For the scavenger hunt: post the 12 stations around the room — students start anywhere and follow the self-checking loop For task cards: use the recording sheet for independent work, stations, or small groups Go digital: follow the Google Slides conversion guide for 1:1 classrooms ⭐ GRADING & DIFFERENTIATION

Task cards: grade for completion during practice; use the answer key for self-checking Scavenger hunt: if the loop closes, award full credit automatically Tier A = scaffolding/intro | Tier B & C = on-level | Tier D = advanced/assessment 📦 FILE INCLUDES

66-page PDF with all task cards, stations, recording sheets, answer keys, and teacher guides Print-ready (Letter size, 8.5×11") Editable Google Slides conversion guide included © UM Printables. For single-classroom use only. Posting this resource on the internet or any public platform is a violation of copyright. Additional licenses available at a discount.

⭐ If this resource helps your students, please leave a review on TPT — it helps other teachers find it and helps me create more premium resources!

Frequently Asked Questions

What's included in this resource?

This resource contains 66 pages of ready-to-print materials. It is answer keys, differentiated, self-checking.

Is this resource differentiated?

Yes, this resource includes differentiated or scaffolded versions to support diverse learners at different readiness levels.

How does the self-checking feature work?

This resource is designed to be self-checking, allowing students to verify their own answers as they work. This promotes independence and gives students immediate feedback on their progress.

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