Algebra I Pacing
Every module mapped to TEKS, day counts, and grading period — front-loaded for the STAAR End-of-Course exam.
The TEA Bluebonnet publisher pacing runs 150 instructional days. The Beta four-day calendar provides about 144 scholar days — roughly six days fewer. We absorb that gap by using the curriculum's reduced-day topic options and its built-in review and buffer time, never by cutting readiness-standard instruction. In this guide the 144 days are split into 135 days of module instruction plus 9 post-EOC review and project days, and the sequence is front-loaded so Module 5 (Quadratics) finishes before the early-May STAAR EOC.
Grading-period budgets per the 2026–2027 Beta calendar: GP1 Aug 19–Oct 8, GP2 Oct 12–Dec 17, GP3 Jan 5–Mar 4, GP4 Mar 15–May 20 (plus the first scholar day, Aug 18, before GP1 opens).
| Module / Topic | Days | TEKS | Emphasis | Target Grading Period |
|---|---|---|---|---|
| Module 1 · Searching for Patterns — publisher 22d → paced 20d | ||||
| T1 · Quantities & Relationships | 11 | A.2A, A.3C, A.6A, A.7A, A.9A, A.9D, A.12A | Mixed | GP 1 |
| T2 · Sequences | 9 | A.12A, A.12C, A.12D | Supporting | GP 1 |
| Module 2 · Exploring Constant Change — publisher 32d → paced 30d | ||||
| T1 · Linear Functions | 21 | A.2A–D, A.3A–C, A.3E, A.3F, A.4A–C, A.12A, A.12B, A.12D | Readiness | GP 1 → GP 2 |
| T2 · Transforming & Comparing Linear Functions | 9 | A.2A, A.2C, A.2E–G, A.3A, A.3C, A.3E, A.12B | Mixed | GP 2 |
| Module 3 · Modeling Linear Equations & Inequalities — publisher 27d → paced 25d | ||||
| T1 · Linear Equations & Inequalities | 10 | A.2B, A.2C, A.3A, A.5A, A.5B, A.12E | Readiness | GP 2 |
| T2 · Systems of Linear Equations & Inequalities | 15 | A.2A, A.2C, A.2H, A.2I, A.3D, A.3F, A.3G, A.3H, A.5C | Readiness | GP 2 |
| Module 4 · Investigating Growth & Decay — publisher 25d → paced 22d | ||||
| T1 · Introduction to Exponential Functions | 14 | A.9A–D, A.11A, A.11B, A.12B–D | Readiness | GP 3 |
| T2 · Using Exponential Equations | 8 | A.3B, A.3C, A.9A–E, A.11B, A.12B | Mixed | GP 3 |
| Module 5 · Maximizing & Minimizing — publisher 44d → paced 38d · capstone, finishes before the EOC | ||||
| T1 · Introduction to Quadratic Functions | 13 | A.6A–C, A.7A, A.7C | Readiness | GP 3 → GP 4 |
| T2 · Polynomial Operations | 9 | A.10A–D | Supporting | GP 4 |
| T3 · Solving Quadratic Equations | 16 | A.6A, A.7A–C, A.8A, A.8B, A.10E, A.10F, A.11A | Readiness | GP 4 · ends before EOC |
| Modules 1–5 instructional subtotal | 135 | Tightened from 150 publisher topic-days via reduced-day topics + the curriculum's built-in module review/buffer | GP1 → GP4 (pre-EOC) | |
| Post-EOC · Review & Applied Projects — remaining GP4 days after the early-May exam | ||||
| STAAR review, spiral re-teach & capstone modeling project | 9 | Spirals all readiness standards; process A.1A–A.1G | Review | GP 4 |
| Instructional total | 144 | 135 module days + 9 post-EOC review/project days = the ~144-day Beta calendar | GP1–GP4 | |
Grading Period at a Glance
How the modules land across the four Beta grading periods.
Patterns & the Line Begins
Complete Module 1 (Quantities & Relationships, Sequences) and launch Module 2's Linear Functions. Establishes function language and notation that everything later depends on.
Linear Mastery & Systems
Finish Module 2 (transforming & comparing linear functions) and complete Module 3 — solving equations and inequalities, then systems by substitution, elimination, and graphing.
Growth, Decay & Quadratics Open
Module 4 (exponential functions and equations) in full, then open Module 5 with the introduction to quadratic functions — vertex, axis of symmetry, and the parabola.
Quadratics Finish → EOC → Projects
Finish Module 5 (polynomial operations and solving quadratic equations) before the early-May EOC. Post-exam weeks are STAAR review, spiral re-teach, and an applied modeling capstone.
Assessment Calendar
Recommended unit-test windows, mid-module checkpoints, the benchmark, and the STAAR EOC — mapped to the calendar.
Do Now · warm-up
A 3–5 minute spiral warm-up opens every class — one item on yesterday's skill, one on a readiness standard already taught. It doubles as the daily check-for-understanding and surfaces re-teach needs early.
Checkpoint · low-stakes
A short formative checkpoint at each module's midpoint (between Topic 1 and Topic 2). Not heavily weighted — it tells us whether to keep moving or fold in a review-game day before the unit test.
Unit Test · graded
A cumulative unit test closes each module, scheduled so the day before is a deliberate review-game/check day — honoring the “more time before assessments” request.
| Module · Unit Test window | Recommended test window | Mid-module checkpoint | Grading period |
|---|---|---|---|
| M1 · Searching for Patterns | Week of Sep 14–17 | ~Sep 2 (after T1) | GP1 · Aug 19–Oct 8 |
| M2 · Exploring Constant Change | Week of Oct 26–29 | ~Oct 8 (after T1, spans GP1→GP2) | GP1→GP2 · test in GP2 |
| M3 · Linear Eq. & Inequalities | Week of Dec 7–10 | ~Nov 18 (after T1) | GP2 · before Dec 17 close |
| Benchmark · Mock STAAR EOC | Week of Feb 8–11 | Cumulative M1–M4 (RC1–RC5) | GP3 · mid-period diagnostic |
| M4 · Investigating Growth & Decay | Week of Feb 22–25 | ~Feb 4 (after T1) | GP3 · Jan 5–Mar 4 |
| M5 · Maximizing & Minimizing | Week of Apr 19–22 | ~Mar 30 (after T1), ~Apr 12 (after T2) | GP4 · finishes before EOC |
| ★ STAAR Algebra I EOC | Early May (~Apr 27–May 6) | State exam — all content complete | GP4 · then review + capstone |
The compression comes from the curriculum's own flexibility, not from skipped standards. Each module uses its reduced-day topic options and folds the publisher's per-module review days into a single, consolidated 9-day post-EOC block (STAAR review, spiral re-teach, and an applied modeling capstone). Readiness standards — the most heavily tested on STAAR — keep their full instructional time; supporting standards and consolidated review absorb the difference. Net effect: 135 module-instruction days + 9 review/project days = the ~144-day Beta calendar, about six days under the 150-day publisher plan. Process standards A.1A–A.1G are embedded in every topic and are not paced separately.
See the full course syllabus or return to the Algebra I overview.