Honors Math • Live Online Instruction
Build rigorous proof skills, spatial reasoning, and problem-solving ability through an 18-lesson Honors Geometry course taught in structured small groups.
4.5/5 TrustScore
Site figures report 95% of families gave five-star ratings.
A clear starting point
Honors Geometry tutoring is structured instruction for students who need more depth, proof practice, and reasoning than a typical geometry course may provide. This live online Honors Math module connects visual geometry with algebraic expression, formal mathematical proofs, spatial modeling, and trigonometry. It is designed for students who have completed or are currently taking Algebra I, as well as advanced learners preparing for Honors, AP, STEM, or competition pathways.
Students move from angles and congruence to similarity, circles, solid geometry, analytic geometry, and the laws of sines and cosines. Families comparing honors math tracks can use the course structure, placement requirements, and progression below to decide whether this level fits the student’s current preparation.
Built around the learner
Students who are taking or have completed Algebra I can use the course to prepare for high-school Honors Geometry. The sequence introduces proof and reasoning systematically rather than treating them as isolated test skills.
Students seeking greater rigor can work through layered difficulty, formal proofs, competition-oriented reasoning, and connections to Algebra II, Pre-Calculus, AP coursework, and STEM pathways.
The course supports learners who understand school geometry but need help with proofs, auxiliary lines, spatial reasoning, or multi-step problem-solving strategies.
Geometry reasoning can support preparation for AMC, AIME, MathCounts, placement tests, and future engineering, computer science, physical science, and other STEM study.
Families planning an accelerated sequence may also review Algebra I to Geometry planning and Pre-Calculus readiness before selecting a pathway.
Course design
Build advanced spatial reasoning through transformations, solid geometry, and three-dimensional modeling.
Develop proof-writing habits using SSS, SAS, ASA, AAS, similarity, and structured logical arguments.
Connect visual intuition with equations, coordinate systems, functions, and trigonometric relationships.
Prepare for school exams, placement tests, AMC, AIME, MathCounts, and later advanced coursework.
Strengthen the transition from Algebra I to Geometry and onward to Algebra II, Pre-Calculus, and AP courses.
Practice with homework, recorded teacher explanations, midterm review, final review, and progress feedback.
A rigorous progression
The course is organized so students first recognize relationships in figures, then explain those relationships precisely, and finally represent them through algebraic and trigonometric models.
Angles and lines: identify patterns in parallel lines, vertical angles, and triangle relationships.
Congruence and similarity: move from exact correspondence to proportional relationships and transformations.
Complex systems: analyze quadrilaterals, circles, arcs, tangents, and composite figures.
Spatial and algebraic modeling: apply solid geometry, coordinate systems, equations, and trigonometry.
18-lesson syllabus
One 90-minute live lesson is held each week over one semester. The course includes integrated practice, homework, recording access, a midterm assessment, and a final assessment.
| Lesson | Topic | Primary skill |
|---|---|---|
| 1–3 | Angles, parallel lines, congruent, isosceles, and equilateral triangles | Geometric relationships and congruence |
| 4–6 | Perimeter, area, and similar triangles I–II | Measurement and proportional reasoning |
| 7–9 | Right triangles, bisectors, and midterm assessment | Theorem application and review |
| 10–13 | Quadrilaterals, circular segments, circle angles, and tangent lines | Multi-step figure analysis |
| 14–17 | Solid geometry, analytic geometry, trigonometry, and laws of sines and cosines | Spatial, algebraic, and trigonometric modeling |
| 18 | Final assessment | Cumulative demonstration of learning |
Learn by solving
The course connects diagrams to equations and expects students to explain why a solution works. These examples show the style of reasoning used in geometry and competition preparation.
When two circles pass through each other’s centers and AB = 6, the shaded common lens area is calculated from two circular segments:
24π − 18√3
A student compares a small semicircle, a sector, and a right triangle. With AB = 1 and CD = √2, the circular terms cancel and the lune area is:
1⁄4 square unit
For a rhombus with side length 60 and perpendicular diagonals in a 2:1 ratio, the Pythagorean theorem gives the area:
2,880 square units
Classroom rhythm
New students take a 16-question Honors Geometry placement test, with a 40-minute time limit and a 60% passing threshold.
You see a level recommendation before enrollment.
Students attend a weekly 90-minute English-language class with instruction, worked examples, tiered practice, a short break, and advanced problem-solving.
You see active participation, teacher modeling, and guided practice.
Students complete homework and assessments, use recorded teacher explanations, and receive placement and progress feedback.
You see a repeatable learning cycle rather than one-off tutoring.
Designed for continuity
Evidence and voices
The following figures and statements are reported in the supplied course and company materials. They should be read as site-reported outcomes and testimonials, not as a guarantee for every student.
“I love teaching at Ace Academy because I get to work with students of all personalities, and my experience helps me connect with each of them in meaningful ways. The curriculum is also thoughtfully designed, using engaging characters that make lessons more enjoyable and easier to understand for both students and teachers.”
“I love teaching at Ace Academy because I get to work with students of all personalities, and my experience helps me connect with each of them in meaningful ways. The curriculum is also thoughtfully designed, using engaging characters that make lessons more enjoyable and easier to understand for both students and teachers.”
Trustpilot review signal
The supplied company information lists a Trustpilot TrustScore of 4.5 out of 5 and describes the service as highly rated by hundreds of families.
Site materials state that 95% of families gave five-star ratings and invite families who have transformed their children’s academic journey to join the program. These are company-reported statements.
Choose the right level
The distinction is not simply about moving faster. Honors Geometry places more weight on proof, abstract reasoning, layered difficulty, and preparation for advanced coursework.
| Dimension | Honors Geometry | Regular Geometry |
|---|---|---|
| Primary emphasis | Proof, reasoning, and abstract thinking | Conceptual understanding |
| Pacing and practice | Faster pacing and more homework | Lower homework volume |
| Future pathway | Supports AP Calculus and advanced STEM pathways | Supports the standard math track |
| Problem style | Higher reasoning density and more proof problems | More visual and intuitive |
Students considering a move from a standard sequence can review regular-to-honors planning and honors readiness guidance before taking the placement test.
Placement and credentials
Selective screening rate reported for North American instructors
Average years of teaching experience reported
Questions in the Honors Geometry placement test
Passing threshold listed for placement
The supplied course information identifies curriculum and research contributors including Dr. Zhengyu Mao of Rutgers University–Newark, Dr. Hui Jin of Columbia University’s Electrical Engineering Department, Dr. Jian Li of Tulane University, and Dr. Yuan Zhao of Stanford University. The curriculum is described as professor-designed, edited by CMO gold medalists, aligned with North American Honors Math standards, and informed by the Art of Problem Solving curriculum.
Common questions
The course is designed for students who are currently taking or have completed Algebra I, ACE Math Pre-Algebra A or B, or an equivalent course. It can support students preparing for Honors Geometry, advanced learners seeking more rigor, and students who need additional help with proofs or spatial reasoning. It also serves competition students preparing for AMC, AIME, or MathCounts. Students considering STEM pathways may use the course to build a stronger geometry foundation before Algebra II, Pre-Calculus, or AP coursework. New students must complete the placement test before joining.
Honors geometry tutoring is instruction that goes beyond recognizing formulas and naming shapes. It emphasizes proof, logical reasoning, abstract thinking, similarity, congruence, spatial modeling, analytic geometry, and trigonometry. Students learn to connect diagrams with precise mathematical and algebraic expressions. The Honors Geometry course described here follows an 18-lesson progression and includes midterm and final assessments. Its goal is to prepare students for deeper school mathematics, competitions, and advanced STEM-related study.
The supplied course information lists a required Honors Geometry placement test for new students. It contains 16 questions and allows approximately 40 minutes. The listed passing threshold is 60%, or approximately 10 to 11 correct answers. The questions cover geometry, equations and inequalities, analytic geometry, number theory, square roots, exponents, ratios, probability, counting, and other reasoning. Families can contact a course counselor for course information and placement guidance.
The course is delivered live online in English, with one 90-minute lesson each week over 18 lessons. Class size is listed as 6 to 12 students, and recording access is included in the described delivery format. The supplied information does not provide a geometry-specific price, so families should contact a course counselor for current enrollment details. Separate math pricing examples in the company information list packages of 36 lessons for $999 and 72 lessons for $1,819, but those examples should not be treated as a quoted Honors Geometry price. The course information also lists a refund as available after the trial lesson.
The supplied Honors Geometry course information states that the trial class is temporarily unavailable and was expected in the second quarter of 2026. Because availability can change, families should confirm the current status directly with a course counselor. A placement test is still listed as required for new students. The general site includes a Book a Free Trial destination, but that does not confirm a current Honors Geometry trial slot. Contacting the course team is the most reliable way to ask about trial availability and scheduling.
Geometry is positioned between Algebra I and Algebra II in the typical U.S. sequence, so the course helps students connect algebraic reasoning with visual and spatial relationships. It develops proof habits, similarity, circles, analytic geometry, and trigonometry that can support later mathematics. The curriculum also includes the laws of sines and cosines, solid geometry, and formal mathematical proofs. These topics can be relevant preparation for advanced math and STEM pathways, although individual course placement and outcomes vary. Students should use the placement process and counselor guidance to determine whether the course is appropriate.
Find out whether Honors Geometry is the right next step for your student’s preparation, goals, and pathway.