Florida Geometry EOC study plan
Florida Geometry EOC · Give each week a clear focus.
8 weeks · About 6 hours per week
Congruence and Similarity
State and apply the definition of congruence in terms of rigid motions to classify pairs of figures
Prove two triangles congruent using SSS, SAS, ASA, AAS, and HL, writing each proof in two-column form
Identify and use properties of isosceles and equilateral triangles to solve for missing angle and side measures
Distinguish between congruence criteria and non-criteria (SSA, AAA) by constructing counterexamples
Your checkpoint
A written proof portfolio of 10 two-column triangle congruence proofs, scored against a self-made rubric, with at least 8 of 10 fully correct
Congruence and Similarity
Set up and solve proportions arising from similar triangles, including indirect measurement scenarios
Apply AA, SSS, and SAS similarity criteria to justify that two triangles are similar
Use the triangle proportionality theorem and midsegment theorem to compute unknown lengths
Compute scale factors and use them to relate perimeters and areas of similar figures
Your checkpoint
A one-page reference sheet of similarity criteria plus 12 solved application problems (indirect measurement, scale drawings) with work shown and answers checked
Measurement and Geometric Modeling
Compute area and perimeter of composite figures by decomposing them into triangles, rectangles, and sectors
Apply volume formulas for prisms, cylinders, pyramids, cones, and spheres to real-world contexts
Calculate surface area of three-dimensional solids and justify which faces are included
Solve density and population-density problems using volume and area ratios
Your checkpoint
A modeling project: choose one real object (e.g., a planter or packaging box), compute its surface area and volume with measurements documented, and submit calculations with a labeled sketch
Right Triangles and Trigonometry
Apply the Pythagorean theorem and its converse to classify triangles and find missing lengths
Use the 45-45-90 and 30-60-90 special-triangle ratios to compute exact side lengths
Define sine, cosine, and tangent for acute angles and select the correct ratio for a given problem
Solve right-triangle application problems involving angles of elevation and depression
Your checkpoint
A timed 20-question right-triangle quiz (Pythagorean, special right triangles, basic trig) completed in 40 minutes with a score of 80% or higher
Right Triangles and Trigonometry & Circles
Use inverse sine, cosine, and tangent to find unknown angles in right triangles
Apply the law of sines and law of cosines to non-right triangles in context
Identify and apply relationships among central angles, inscribed angles, and intercepted arcs
Apply the inscribed-angle theorem and Thales' theorem to solve for arc and angle measures
Your checkpoint
A mixed problem set of 15 items (5 trig, 10 circle angle/arc) with a fully worked solution for each and errors annotated
Circles & Coordinate Geometry and Transformations
Apply chord, secant, and tangent theorems to find segment lengths in circles
Compute arc length and sector area and use them to solve real-world problems
Derive and use the equation of a circle in standard form, including completing the square
Perform and describe translations, rotations, reflections, and dilations on the coordinate plane
Your checkpoint
A coordinate-geometry worksheet of 12 problems combining circle equations with transformations, graded and corrected to 100%
Coordinate Geometry and Transformations & Logic, Relationships, and Theorems
Use slope, midpoint, and distance formulas to prove geometric properties on the coordinate plane
Write conditional statements and identify converse, inverse, and contrapositive, evaluating truth values
Construct valid deductive arguments using laws of detachment and syllogism
Classify and apply angle-pair and parallel-line theorems in multi-step proofs
Your checkpoint
Two coordinate proofs (e.g., proving a quadrilateral is a parallelogram and a triangle is isosceles) written in paragraph form with justification for every step
Data Analysis and Probability in Geometry & Logic, Relationships, and Theorems & Congruence and Similarity & Coordinate Geometry and Transformations & Right Triangles and Trigonometry & Circles & Measurement and Geometric Modeling
Compute experimental and theoretical probabilities in geometric contexts such as area models
Use two-way frequency tables and conditional probability to answer geometric data questions
Complete two full-length timed practice exams under test-day conditions
Analyze missed items by domain and re-solve each error to mastery
Your checkpoint
Two completed full-length practice exams with an error log categorizing every miss by domain and a documented re-solve of each missed problem
Milestones
Week 2: Score 80% or higher on a 15-question congruence-and-similarity checkpoint covering proofs and similarity applications
Week 4: Score 80% or higher on the timed right-triangle quiz and submit the measurement modeling project
Week 6: Score 75% or higher on a combined circles-and-coordinate-geometry checkpoint
Week 8: Score 75% or higher on both full-length practice exams and submit a complete error log with all misses re-solved