Geometry and Algebra 2 Test Out in Michigan: What to Expect, Calculator Rules, and Test-Day Strategy
If you've already passed Algebra 1 — or you're confident enough to skip it — the next two Michigan test-outs to consider are Geometry and Algebra 2. Both are denser than Algebra 1, the calculator policy varies more by district, and the test-day strategy matters more. This guide covers both.
Geometry test out: what's on it
The Geometry test-out exam includes multiple choice and free response questions across the five Common Core Geometry reporting categories:
1. Congruence (G-CO)
- Rigid motions: translations, rotations, reflections
- Triangle congruence criteria: SSS, SAS, ASA, AAS, HL
- Two-column proofs of triangle congruence and angle relationships
2. Similarity, right triangles, and trigonometry (G-SRT)
- Dilations and similarity transformations
- AA similarity for triangles; proportional sides
- Pythagorean theorem and its converse
- Trig ratios in right triangles: sine, cosine, tangent
3. Circles (G-C)
- Central, inscribed, and circumscribed angles; the inscribed angle theorem
- Arc length and sector area
- Equations of circles in the coordinate plane
4. Expressing geometric properties with equations (G-GPE)
- Distance and midpoint formulas in the coordinate plane
- Parallel and perpendicular lines via slope
- Equation of a circle from center and radius
5. Geometric measurement and dimension (G-GMD)
- Volume formulas for cylinders, pyramids, cones, and spheres
- Cavalieri's principle
- Cross-sections of 3D solids
Expect two-column proofs on most district exams. The exam writers don't expect a research-paper-quality proof, but they do expect a logical chain with each statement backed by a postulate or theorem.
Algebra 2 test out: what's on it
Algebra 2 is the broadest of the three test-outs. The exam covers the full family of functions (quadratic, polynomial, exponential, logarithmic, rational, radical), complex numbers, systems, sequences, and an introduction to data analysis.
The function families
- Quadratic: vertex form, factored form, completing the square, the discriminant
- Polynomial: end behavior, zeros, multiplicity, the remainder theorem
- Exponential and logarithmic: log rules, change of base, solving exponential equations
- Rational: asymptotes (vertical, horizontal, slant), holes, simplifying complex rationals
- Radical: solving radical equations, identifying extraneous solutions
Other tested topics
- Complex numbers:
i² = -1, addition, multiplication, conjugates - Systems of equations and inequalities (including non-linear systems)
- Arithmetic and geometric sequences and series
- Basic statistics: mean, median, standard deviation; normal distributions
Calculator policy: check before you walk in
Michigan districts vary significantly on calculator policy for test-out exams. The most common setups are:
- Two-section split: a "no calculator" first section followed by a "calculator allowed" second section. Common for Algebra 1 and Algebra 2.
- Scientific only: graphing calculators not allowed. Forces you to know exact-value trig (e.g.,
sin(30°) = 1/2) by memory. - Graphing allowed throughout: typical for Algebra 2 and some Geometry exams. Memory must be cleared before entry.
Confirm with the test-out coordinator before exam day. Bringing the wrong calculator means either using a borrowed one or working the section by hand.
Test-day strategy that moves students from 'maybe' to 'pass'
1. Read the entire exam first
Spend the first 3–5 minutes flipping through every page. Mark questions that look fast (you'll do those first) and ones that look hard (you'll save those for last). This single habit raises typical scores by 5–8 points because students stop running out of time on easy questions buried at the end.
2. Show work on free response — always
Districts vary on partial credit, but most award some points for correct setup even when the final answer is wrong. Three lines of work on every free-response question is the floor.
3. Use process of elimination on multiple choice
Most Geometry and Algebra 2 multiple choice items have two "trap" distractors and two genuinely plausible answers. If you can eliminate two distractors, your odds of guessing correctly are 50% — much better than skipping.
4. Plug in test values when you're stuck on an algebra problem
If a problem asks "which expression is equivalent to..." and you've forgotten the algebra, pick x = 2 (or any small number that isn't 0 or 1), evaluate the original expression, then evaluate each answer choice. The one that matches is the answer. This works on roughly a third of Algebra 2 multiple choice questions.
5. For proofs: write the conclusion first, then work backward
Look at what you need to prove. Identify the theorem that gets you there. Work backward to find what you need to establish first. Then write the proof forward. This is faster than starting blind from the given.
After passing
The credit posts to your transcript with a "Pass" mark (or "S" — satisfactory). It counts toward the Michigan Merit Curriculum's 4 required math credits. It does not affect GPA. You can immediately enroll in the next course in the sequence (Algebra 2 after Geometry, Pre-Calculus after Algebra 2).
If you don't pass, nothing happens. There's no transcript record of the attempt. You can retake the test-out in the next testing window (typically the following December or May), or you can simply enroll in the course.
Practice now
Free sample questions and full-length Michigan-Standards-aligned mock exams are available for Geometry and Algebra 2. AI-powered explanations walk you through every step on questions you miss.