Talent Academy – Summer 2025 Course Offerings

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Fun Arithmetic Game | Math Drills for K–5 Students : includes around 1,200 problems covering number recognition, basic operations, patterns, fractions, decimals, and logic-based math. It’s designed by grade level to build arithmetic fluency from Kindergarten through Grade 5, with interactive drills, skip counting, word problems, and timed challenges.

CogAT Skills Practice – Grades K–5 : features about 800 questions across verbal, quantitative, and nonverbal reasoning. It helps students prepare for gifted testing with puzzles, analogies, number patterns, visual reasoning, and logic-based exercises tailored by grade. Includes realistic practice tests and progressive difficulty

Elementary School Courses (Grades K–5, ages 8 to 11) Quarterly Cost: $300

Elementary

Elementary Coding Labs | Java and Python: A beginner-friendly programming course that introduces coding fundamentals through Scratch and transitions into basic Java and Python. Students engage with 600+ interactive coding problems and labs, developing sequencing, loops, and problem-solving skills.

Foundation of Algebra or Pre-Algebra (School Based) / Grade 6/7 Math : Tailored for students transitioning into middle school, this course introduces algebra concepts like order of operations, equations, proportions, and coordinate geometry. It offers around 600 problems, helping students build a strong pre-algebra foundation.

Pre-Algebra (Competition Based) / Grade 7/8 Math : A rigorous, contest-oriented version of pre-algebra covering logic puzzles, statistics, percent change, Venn diagrams, and number properties. With over 700 problems, it’s ideal for students targeting math competitions.

Primary Math – SOL Prep for Grades K–5: This course focuses on foundational math concepts such as place value, operations, fractions, decimals, and measurement, aligned with the Virginia SOL standards. With over 500 problems, it supports skill development from Kindergarten through Grade 5.

ACSL Elementary Division

ACSL Elementary Division : Designed to introduce students to competitive programming theory, this course covers number systems, Boolean algebra, and logic circuits. It includes around 250 problems to prepare students for ACSL’s Elementary Division contests.

Competition Math

MOEMS Exam Prep | Mathematical Olympiads for Elementary & Middle Schools : This course prepares students for the MOEMS contests through about 350 problems focused on logic, geometry, patterns, and number theory, ideal for Grades 4–6.

Number Sense & Theory – Elementary to Middle School : Covering topics such as divisibility, prime numbers, factorization, and modular arithmetic, this course bridges elementary and middle school math through about 400 mental math and theory problems.

Middle School Courses (Grades 6–8, generally ages 11 to 14) Quarterly Cost: $400

Middle School

Computers Programming - Math Level 1 | Introduction of Programming:Designed for beginners, this course introduces students to programming basics with around 100–150 problems and mini-projects. Topics include variables, data types, user input/output, conditionals (if/else), loops (for/while), functions, and simple list/array operations. Students typically use Python and build small applications like number games, simple calculators, and pattern generators.

Algebra Honors 1.5: This course bridges middle school Algebra and high school Algebra I, providing 250–400 problems. Topics include Substitution, symbolic expressions, factoring, arithmetic and geometric progressions, ratio and proportion, addition and subtraction of like terms, and various multiplication and division problems. It covers removal and insertion of brackets, symbolical expressions, and problem-solving leading to simple equations etc.

Algebra VDOE 1 : Aligned with Virginia’s Department of Education (VDOE) standards, Algebra 1 includes 300–500 problems, covering variables, equations, inequalities, functions, polynomials, rational expressions, and radicals. Students also explore data representation, trend lines, and functional relationships, preparing for the SOL (Standards of Learning) state exam.

Foundation of Computer Science – Math Level 2: A follow-up to introductory programming, this course introduces theoretical computer science through 40–80 problems and coding tasks. Students explore recursion, searching/sorting algorithms, basic data structures (stacks, queues), logic circuits, and number systems. It lays the groundwork for competitions like ACSL and advanced CS courses.

Algebra IOWA Test Exam : Focused on preparing students for the Iowa Algebra Aptitude Test (IAAT), this course includes 200–300 practice problems. It covers arithmetic reasoning, algebraic expressions, variable manipulation, one- and two-step equations, proportions, and graph interpretation. It helps assess readiness for higher-level algebra courses.

VDOE-Aligned Geometry for Elementary & Middle School : This course introduces Geometry concepts with 200–350 problems. Aligned to Virginia standards, it includes points, lines, angles, shapes, area, perimeter, symmetry, and transformations. It's ideal for students starting Geometry early or needing a visual-spatial foundation.

Geometry Level 2 – Grades 6–10 Intermediate Concepts : This intermediate course offers 250–400 problems focusing on triangle congruence, similarity, the Pythagorean Theorem, coordinate geometry, circles, and 3D solids. Students solve proof-based problems and apply theorems in multi-step scenarios to build reasoning and problem-solving skills.

SOL Geometry Exam Prep – Master the Standards : Designed to help students master Virginia SOL Geometry standards, this course includes 300–500 exam-style problems. It focuses on postulates, theorems, angle relationships, congruent triangles, parallel and perpendicular lines, quadrilaterals, transformations, and real-world geometry applications, often through multiple-choice and constructed-response formats.

Algebra 2Trig: Algebra 2 with Trigonometry includes 400–600 problems, extending skills from Algebra I. Topics include complex numbers, polynomial functions, rational and radical expressions, exponential and logarithmic functions, and trigonometric ratios and identities. Students graph functions and apply them to word problems and modeling tasks.

Algebra 2 : A slightly less trig-intensive course than Algebra 2Trig, this one also includes 300–500 problems, covering quadratics, factoring, rational expressions, logarithms, sequences and series, and graphing various functions. It prepares students for Pre-Calculus or advanced algebraic applications.

ACSL Middle School Division

ACSL Junior Division Theory – 2001–2025 :This massive theory resource spans 25 contest years, featuring 5 theory problems per contest × 4 contests/year, totaling around 500 problems. Concepts include logic circuits, Boolean algebra, number systems, digital arithmetic, recursive algorithms, and string parsing.

ACSL Junior Division Coding – 2001–2025: Covering the same contest years, this coding archive offers 100+ programming tasks. Students implement recursive algorithms, simulations, basic data structure manipulation, and input/output formatting using Python or Java. It’s a great resource for mastering contest-style problems.

ACSL Classroom Division Theory – 2001–2025:Similar in structure to the Junior Division, this archive provides 400+ problems for in-class use, often aligned to the ACSL curriculum. It emphasizes logic puzzles, conversion between number bases, truth tables, and dry-run analysis of algorithms.

ACSL Junior Division Theory & Coding – 2001–2025: This combined archive includes all theory and coding problems from ACSL Junior Division over 25 years—over 600 problems in total. It’s ideal for students wanting full-spectrum preparation for both the written and programming portions of ACSL.

Competition Math

MathCounts Chapter & AMC 8 Concept Practice & AIME Exam: This competition prep course includes 300–600 problems from past MathCounts and AMC 8 exams, plus AIME for advanced students. Topics range from number theory and algebra to combinatorics and geometry. Students learn problem-solving strategies, mental math, and mathematical creativity.

MathCounts State & AMC 10 Concept Practice: This course includes 400–700 advanced problems, introducing functional equations, inequalities, polynomial root analysis, complex numbers, and geometric proofs. It’s geared toward students aiming for high AMC 10 scores or qualifying for AIME.

SOL Geometry Exam Prep – Master the Standards: Designed to help students master Virginia SOL Geometry standards, this course includes 300–500 exam-style problems. It focuses on postulates, theorems, angle relationships, congruent triangles, parallel and perpendicular lines, quadrilaterals, transformations, and real-world geometry applications, often through multiple-choice and constructed-response formats..

AOL, AOS, AET Preparation: For admissions to competitive STEM programs like Academies of Loudoun, this prep course includes 500+ problems and puzzles covering algebra, geometry, logic, spatial reasoning, coding, and science inquiry. Students practice test simulations, critical thinking games, and structured interviews.

ACL | Academies of Loudoun: Targeted toward ACL admission, this program contains 400–600 multi-disciplinary problems, combining math, science, engineering design, and programming challenges. Students strengthen analysis, logic, and innovation skills while preparing for application-based assessments and interviews.

Thomas Jefferson High School for Science and Technology (TJHSST): TJ prep involves 600–800 problems and projects in advanced math, logic, essay writing, and coding. Key topics include algebraic modeling, number theory, combinatorics, and CS principles like recursion and simulation. The course also includes interview and problem-solving labs.

High School Courses (Grades 9–12, ages 14 to 18) Quarterly Cost: $500

High School

Computer Data Structures:This advanced programming course features over 400+ hands-on problems focused on data structures. Concepts include arrays, stacks, queues, linked lists, binary trees, heaps, hash tables, recursion, searching, sorting algorithms, and graph-based structures like BFS/DFS. Ideal for students preparing for APCS or coding competitions.

Algebra 2Trig:With 600+ problems, this course deepens knowledge of polynomials, logarithmic and exponential functions, rational equations, complex numbers, conic sections, and trigonometric identities. It includes real-world applications and graph-based problem sets, preparing students for standardized tests and Precalculus.

Precalculus & Math Analysis | AP Level:This advanced course includes 700+ problems and covers function transformations, inverse functions, sequences and series, limits, parametric equations, polar coordinates, trigonometric equations, and vector analysis. It builds strong foundations for Calculus and includes enrichment problem sets for AP-level readiness.

Competition Math

Digital SAT Math Practice:Focused on the new SAT pattern, this course provides 800+ practice questions, including both calculator and no-calculator sections. Topics cover linear equations, system of equations, inequalities, quadratic and exponential functions, percentages, ratios, and data interpretation. Includes full-length SAT-style digital mock tests.

ARML | American Regions Mathematics League:This course prepares students for ARML with 500+ high-difficulty problems across topics such as modular arithmetic, advanced combinatorics, trigonometry, functional equations, geometry proofs, and matrices. Emphasis is placed on teamwork, speed-solving, and mathematical rigor.

College Board

AP Calculus AB:With over 1,000 practice problems, this course includes limits, derivatives, integrals, Riemann sums, differential equations, and applications of calculus in motion and area/volume problems. Aligned with College Board’s AP Calculus AB curriculum, the course includes FRQ practice and calculator-based problem sets.

AP Calculus BC:An extension of Calculus AB, this course adds 600+ extra problems on Taylor series, polar coordinates, parametric functions, and advanced integration techniques (e.g., partial fractions, integration by parts). Ideal for top-tier AP students aiming for a score of 5 and college placement.

AP Physics 1 and 2 - Algebra-Based:With 700+ problems, this course focuses on motion, force, energy, waves, circuits, fluids, and thermodynamics. Designed for algebra-based learners, it includes detailed problem explanations, lab analysis, and AP-style conceptual and numerical questions.

AP Physics C- Mechanics:Designed for students with calculus knowledge, this course offers 500+ problems involving kinematics, Newton’s laws, work-energy theorem, rotational motion, and oscillations. The problems integrate calculus-based reasoning and align with AP standards for Physics C Mechanics.

APCS (Advanced Placement Computer Science ) I AP Computer Science Labs:This Java-based course provides 400+ coding exercises and 100+ theory questions. It includes topics like classes and objects, recursion, arrays and ArrayLists, interfaces, inheritance, and algorithm analysis. Labs include College Board’s official AP labs like PictureLab, Elevens, and Magpie.

ACSL High School Division

ACSL Intermediate Division Theory - Contest Years 2001-02 to 2024-25:This module compiles 400+ theory problems from over two decades of ACSL Intermediate contests. It covers core topics: prefix/postfix, LISP, Boolean algebra, bit-string flicking, number systems, and graph theory basics.

ACSL Intermediate Division Coding - Contest Years 2001-02 to 2024-25:Featuring 250+ programming problems, this collection challenges students to apply concepts from theory using languages like Python, Java, or C++. Problems test logical reasoning, looping patterns, recursion, string manipulation, and data structure usage.

ACSL Intermediate Division Theory & Coding - Contest Years 2001-02 to 2024-25:Combining both theory and coding, this integrated course offers 650+ problems, giving a well-rounded ACSL preparation experience. It supports students aiming for national-level recognition in the Intermediate Division.

ACSL Senior Division Theory - Contest Years 2001-02 through 2024-25:This high-level course features 450+ theory questions taken from the Senior Division's past contests. It explores finite-state machines, graph algorithms, digital logic, and advanced recursion. Ideal for top performers in ACSL.

ACSL Senior Division Coding - Contest Years 2001-02 through 2024-25:Containing 300+ advanced coding problems, this course tests mastery of algorithm design, optimization, and implementation. Topics span recursion, string analysis, simulation, array logic, and multi-dimensional data manipulation.

Senior Division Theory & Coding - Contest Years 2001-02 to 2024-25:This all-inclusive course presents 750+ problems blending ACSL Senior Division theory and programming. It’s designed for students aiming for international computer science contests and elite college preparation.