- Why "Pass Rate" Doesn't Have a Simple Answer for 5164
- How Passing Actually Works on the 100-200 Scale
- What the Blueprint Tells You About Difficulty
- The Teaching Task: The Variable Candidates Underestimate
- Question Formats That Trip Up First-Time Test-Takers
- Retakes, Fees, and the Real Cost of a Second Attempt
- Who Takes This Exam, and Why It Matters
- Building a Study Plan Around the Data You Actually Have
- FAQ
- ETS does not publish a single national pass rate for Praxis 5164; passing depends on each state's cut score.
- Scores are reported on a 100-200 scale, and a failed attempt requires a 28-day wait before retesting.
- Numbers and Operations and Algebra each make up 23% of the 66 questions - nearly half the exam.
- About 30% of items embed content inside a Task of Teaching Mathematics, not just pure math computation.
Why "Pass Rate" Doesn't Have a Simple Answer for 5164
Anyone searching for a 2026 pass rate for Praxis Middle School Mathematics (5164) will run into the same wall: ETS does not publish a single national passing percentage for this exam, and it wouldn't tell you much even if it did. That's because Praxis exams like 5164 don't have one universal passing score. Each state, district, or licensing agency that requires the 5164 sets its own minimum score on the Praxis 100-200 scale. A score that clears the bar in one state may fall short in another.
That means the honest way to think about "pass rate" isn't a national statistic - it's a personal readiness question tied to your specific state's cut score, your command of the five content domains, and how comfortable you are with the exam's teaching-focused question style. If you want the mechanics of how cut scores are determined and reported, the 5164 Passing Score 2026 guide breaks down exactly what "passing" means on this exam.
How Passing Actually Works on the 100-200 Scale
The 5164 is scored on the standard Praxis 100-200 scale. Every selected-response, numeric-entry, and other scored item contributes to a raw score that ETS converts to this scale; unscored pretest items are mixed in among the 66 questions but don't count toward your result, so you won't know which ones to "worry less" about while testing.
Because your state sets the passing threshold, the same scaled score can be a pass in one jurisdiction and a near-miss in another. Before you test, confirm your state's required score rather than assuming a generic number applies. Four score reports are sent free to institutions or agencies you designate at registration, and your results stay reportable for 10 years, which matters if you're building a licensure file over multiple years or across states.
Key Takeaway
Look up your specific state's passing score before you start studying - it changes how much margin you need above the raw content mastery required to answer questions correctly.
What the Blueprint Tells You About Difficulty
Without a published pass rate, the exam blueprint is the most reliable data candidates have. The 66 scored and pretest questions are distributed across five domains, and the weighting tells you exactly where to invest study time:
Numbers and Operations (23%, ~16 questions)
Tied for the largest domain. Expect deep coverage of rational number operations, ratios, proportional reasoning, and number theory concepts that middle schoolers struggle with most.
- Fraction, decimal, and percent conversions and operations
- Ratio and proportion reasoning in real-world contexts
Algebra (23%, ~15 questions)
Equally weighted with Numbers and Operations, making these two domains nearly half the test combined.
- Solving and interpreting linear equations and inequalities
- Expressions, patterns, and algebraic reasoning tasks
Geometry and Measurement (20%)
Uses the reference sheet's formulas for area, perimeter, circumference, volume, surface area, and the Pythagorean theorem.
- Interior angle sums and geometric proofs at a middle-school level
- Measurement conversions supported by the provided reference sheet
Functions (17%)
Function notation, representations, and how middle-grade students transition from arithmetic to functional thinking.
- Multiple representations: tables, graphs, equations, verbal descriptions
Statistics and Probability (17%)
Data interpretation, measures of center and spread, and basic probability reasoning.
- Interpreting graphs, distributions, and sampling scenarios
For a full breakdown of subtopics inside each domain, see the 5164 Exam Domains Guide, which maps every content area to specific skills you'll be tested on.
| Domain | Weight | Approx. Questions |
|---|---|---|
| Numbers and Operations | 23% | ~16 |
| Algebra | 23% | ~15 |
| Geometry and Measurement | 20% | ~13 |
| Functions | 17% | ~11 |
| Statistics and Probability | 17% | ~11 |
The Teaching Task: The Variable Candidates Underestimate
Here's the factor that most generic math-review preparation misses entirely: roughly 30% of the 5164's questions don't just ask you to solve math - they embed that math inside a Task of Teaching Mathematics. Instead of computing an answer, you may be asked to evaluate a student's written work, judge whether an explanation is mathematically valid, choose a useful example or nonexample for teaching a concept, assess a visual model or representation, or diagnose the misconception behind an incorrect student response.
This pedagogical layer is aligned to the NCTM Standards for the Preparation of Middle Level Mathematics Teachers and CAEP, and it means candidates who are strong at math but never think about how students misunderstand math can lose points they'd otherwise expect to earn. If you're unsure how heavily this affects overall difficulty, the How Hard Is the 5164 Exam? guide walks through why this teaching-task format changes the nature of preparation compared to a pure content test.
Question Formats That Trip Up First-Time Test-Takers
Beyond content, format familiarity affects whether candidates finish confidently within the 180-minute limit. The 5164 uses a mix of select-one, select-multiple, numeric entry, fraction entry, select-an-area, drag-and-drop, table-grid, and text-completion items - a wider variety than a simple multiple-choice test. An on-screen graphing calculator and a formula/conversion reference sheet are provided, but only if you already know when and how to use them efficiently.
- Numeric and fraction entry require exact formatting; a correct answer entered the wrong way can be scored wrong.
- Select-an-area and drag-and-drop items reward candidates who've practiced the interface beforehand, not just the math.
- Table-grid items can hide multiple sub-answers inside one question, increasing the chance of partial errors.
Because unscored pretest items are mixed in with scored questions, you can't identify or skip them - treat every question with equal seriousness. A structured walk-through of these formats is covered in the 5164 Study Guide 2026, and reviewing them ahead of test day is one of the simplest ways to avoid losing points to format confusion rather than content gaps.
Retakes, Fees, and the Real Cost of a Second Attempt
Since there's no published pass rate to benchmark against, think in terms of cost of failure instead. Registration is $130, administered by ETS through the Praxis network of test centers (including Prometric locations) or via at-home online proctoring. If you don't pass, you must wait 28 days before retesting, and you'll pay the $130 fee again. Changing a test date or location, separate from retaking, costs about $40.
That combination - a mandatory month-long wait plus a full new fee - is why treating your first attempt as the real attempt matters more than chasing a pass-rate statistic that doesn't exist for this exam. For a complete accounting of what candidates actually spend across registration, retakes, and prep materials, see the 5164 Certification Cost breakdown.
Key Takeaway
A retake isn't just a scheduling inconvenience - it's another $130 and a minimum 28-day delay. Budget your prep time as if there's only one shot.
Who Takes This Exam, and Why It Matters
Candidates pursuing middle-level mathematics teaching licensure take the 5164 because it's the content-specific Praxis test many states require for that credential. The exam's alignment to NCTM's 2020 preparation standards signals that hiring committees and certification offices expect competency not just in computing math, but in the pedagogy of teaching it to students roughly in grades 5-9. That dual expectation - content plus teaching judgment - is baked into the 30% teaching-task weighting discussed earlier, and it's part of why comparing this test to a general math competency exam undersells its actual demands.
If you're still confirming whether you're eligible to register or what prerequisites apply in your state, the 5164 Requirements guide is a useful next stop before you lock in a test date.
Building a Study Plan Around the Data You Actually Have
Since no official pass-rate percentage exists to reverse-engineer, the smartest approach is to let the domain weighting and format mix drive your schedule directly. A short, focused timeline built around the two heaviest domains first, then the teaching-task skill, then lighter-weighted content, tends to produce the most efficient prep.
Numbers and Operations and Algebra
- Drill rational number operations, ratios, and proportional reasoning
- Practice solving and interpreting linear equations and inequalities
- These two domains alone cover nearly half the exam's questions
Geometry, Measurement, and the Reference Sheet
- Practice using the provided formula sheet without over-relying on it
- Work Pythagorean theorem, area, and volume problems until formulas feel automatic
Functions and Statistics/Probability
- Practice moving between tabular, graphical, and equation representations
- Review measures of center, spread, and basic probability scenarios
The Teaching Task and Format Practice
- Practice evaluating sample student work and identifying misconceptions
- Run full-length timed practice using every question format, including drag-and-drop and table-grid
Running full-length timed practice on our practice test platform before test day is the closest you'll get to simulating the real 180-minute, 66-question experience, including the mix of format types. For a compressed, last-minute review, the 5164 Cheat Sheet 2026 condenses the highest-yield facts and formulas into a single page.
FAQ
No. ETS does not release a single national pass rate for this exam. Passing depends on the cut score each state sets on the 100-200 scaled score, so there is no universal percentage to report.
It varies by state. Scores are reported on the Praxis 100-200 scale, and each state or agency requiring the 5164 sets its own minimum passing score, so you should confirm the exact number with your state's licensing office.
You must wait 28 days before retesting, and you'll need to pay the $130 registration fee again for the new attempt.
About 30% of the 66 questions place math content inside a Task of Teaching Mathematics - evaluating student work, spotting misconceptions, or judging explanations - so strong computation skills alone won't guarantee a passing score.
Numbers and Operations and Algebra are tied as the largest domains at 23% each, together making up nearly half the exam, so they generally deserve the earliest and heaviest study focus.