10 Algebra 1 Review Activities That Actually Work
Ten classroom-tested review activities covering solving equations, graphing lines, factoring, and exponents. Each one comes with a clear objective, honest timing, a materials list, step-by-step instructions, and a differentiation tip — pick two or three per review week and run them with confidence.
By the end of a review week built from these activities, students will solve multi-step equations, graph lines, factor quadratics, and apply exponent rules with improved speed and accuracy — without sitting through another silent worksheet packet. Every activity below targets at least one of those four skills, and each includes a built-in way to check that the review actually worked.
How to Use This List
Do not try to run all ten activities. Pick two or three per review week, mix one movement-based activity with one seated activity, and always close with the exit-ticket choice board or another formative check so you leave with data, not just noise.
The timings below are honest classroom timings — they include transitions, instructions, and cleanup, not just the activity itself. If an activity says 20–25 minutes, it needs 20–25 minutes. Activities 1, 5, and 9 pair especially well together for a solving-equations review week; activities 2, 7, and 8 make a strong graphing-lines sequence.
The 10 Activities
Error-Analysis Gallery Walk
How it runs
Post 6–8 worked solutions around the room — some correct, most with planted errors (a distribution slip, a sign error, a reversed operation). Pairs rotate through the stations with sticky notes: on each one they write the error type or confirm “correct,” plus the fixed step. Close with a whole-class debrief on the best catches — the pair that found the subtlest error explains it.
Whiteboard Relays
How it runs
Teams of 3–4 line up. The first solver runs to the board, solves one multi-step equation, and a designated checker on the team verifies the work before the next runner goes. First team with all members finished and correct wins the round. Run 3–4 rounds, increasing difficulty each time — start with two-step equations and end with variables on both sides.
Task-Card Stations
How it runs
Set up one topic per station: solving equations, slope from two points, graphing lines, factoring trinomials, exponent rules, and so on. Small groups rotate every 3 minutes and record answers on a sheet. Because each station is a different skill, students practice choosing the right tool — the exact skill exams test. Collect the sheets as your formative data.
“My Favorite Mistake” Presentations
How it runs
Each student selects one real error from their own recent work — quiz, homework, or warm-up. Volunteers present: what they wrote, what the correct move was, and why the error felt right at the time. The class names the error type. Cap it at 5–6 presenters so the debrief stays sharp; everyone else submits theirs in writing. This is the single best culture-builder on this list for normalizing mistakes.
Domino Match: Equation to Solution
How it runs
Each domino card has a solution on one end and a new equation on the other. Students chain them: solve the equation, find the card whose solution matches, connect it, and solve the next equation. A sample chain: x + 7 = 12 → x = 5, then the card showing 5 on one end and 2x = 14 on the other → x = 7, then 3x − 5 = 10 → x = 5. The chain is self-checking: if the last card doesn’t connect back to the start, an error is hiding somewhere in the middle.
Quiz-Quiz-Trade
How it runs
Each student writes one review question on the front of an index card and the worked answer on the back — a factoring problem, an exponent simplification, a slope calculation. Students pair up, quiz each other, check the answer on the back, then trade cards and find new partners. In 10 minutes every student attempts 6–8 problems and checks 6–8 more. Collect the cards afterward: the questions students wrote reveal what they think is important.
Equation Bingo
How it runs
Prepare bingo cards filled with integer answers and a deck of calling cards, each showing an equation whose solution is on the cards. Call an equation; students solve it and cover the matching answer. Play two rounds: the first with two-step equations, the second mixing in variables on both sides and simple proportions. Because every called equation must be solved, bingo sustains 15+ minutes of genuine practice inside a game shell.
Scavenger Hunt Around the Room
How it runs
Post 10–12 problems around the room — graphing lines from equations, finding slope from two points, simplifying exponents, factoring basics. Each problem’s answer appears at the next station, so students solve, hunt for their answer, and arrive at the next problem. A wrong answer means the next station can’t be found, which makes the hunt self-correcting. Students record all work on an answer sheet you collect.
Fibo Game Tournament
How it runs
Run a bracket-style tournament on the two-step equations game: students play a timed round, top scorers advance, and the class tracks the bracket on the board. Between rounds, pause for 60 seconds and have advancing players explain one problem they solved — the explanation requirement keeps it a math activity, not just a game. The final round works well projected for the whole class.
Exit-Ticket Choice Board
How it runs
Project a 3×3 grid of nine review problems in three rows labeled Building, Solid, and Stretch — one row each of equations, graphing, and factoring/exponents at that difficulty. Students choose any complete row and solve the three problems as their exit ticket. The row each student chose tells you as much as their answers: it is a self-assessment and a formative check in one slip of paper.
Mistaking noise for learning
An activity can be loud, fun, and well-run — and still review nothing. The trap: ending the period when the game ends, with no debrief and no data on what stuck. The fix: reserve the last 5 minutes for closure every time — “What did we practice? What is still shaky?” — and collect something: an answer sheet, an exit ticket, a sticky note. If you can’t name what the class learned, the activity was entertainment, not review.
Differentiation and Timing Notes
Two principles make these activities work across a real, mixed classroom:
- Differentiate the entry point, not the activity. Every tip above keeps the whole class in the same game while adjusting the difficulty of each student’s problems. Separate activities for separate levels create management overhead and stigma; tiered content inside one activity does not.
- Respect the clock honestly. A 15-minute activity that runs 30 minutes steals the debrief — and the debrief is where the learning consolidates. Set a visible timer, cut a round short rather than cutting closure, and remember that finishing early is fine: an extra 5 minutes of targeted practice beats 5 minutes of a dragging game.
For topic-specific follow-up after any of these activities, assign targeted practice: two-step equations worksheets after solving-equations days, factoring trinomials worksheets after factoring review, exponents worksheets after exponent activities, and equation-of-a-line practice after graphing work. For a game-based encore, the equation-of-a-line game pairs with Activity 9’s tournament format.
How to Know It Worked: A 3-Question Check
After any review week, run these three as a warm-up. They cover three of the four target skills in under 10 minutes:
- Solve 5(x − 2) = 35.
- Find the slope of the line through (2, 3) and (6, 11).
- Factor x2 + 7x + 12.
Answers: (1) 5x − 10 = 35, so 5x = 45 and x = 9. (2) m = (11 − 3)/(6 − 2) = 8/4 = 2. (3) (x + 3)(x + 4). If the class average is below 2 out of 3, the review week needs a second pass on the weakest skill — the data tells you exactly which one.
Run one this Friday
Start with Activity 5, the Domino Match: print 12 domino cards once and reuse them all year. Most classes finish the chain in under 15 minutes, the self-checking format means you spend zero time answering “is this right?,” and the leftover 10 minutes are perfect for the exit-ticket choice board. One Friday, two activities, a full review cycle with data.
Key takeaways
- Pick two or three activities per review week — never try to run all ten.
- Mix one movement-based activity with one seated activity each week.
- The timings include transitions and instructions; protect the last 5 minutes for debrief.
- Differentiate the entry point (tiered problems), not the activity itself.
- Always collect something — an answer sheet, an exit ticket, a sticky note — so review produces data.
Generate Worksheets for Your Review Week
Pair any activity above with printable practice on the same skills. Generate worksheets for two-step equations, factoring trinomials, or exponents — ready to hand out as follow-up, homework, or the next day’s warm-up.
Open the Worksheet Generator Factoring Worksheets