Online
Algebra
Classes
Enroll your child in our online algebra course with our professional teachers!
Trial Lesson
If you want to book a trial algebra, you need to schedule and pay $6.00€5.00₴250.26.
The trial lesson is conducted individually and lasts for 45 minutes.
Subscription
If you enjoyed the trial lesson, you can purchase a subscription by making a prepayment for at least 4 lessons.
The price of a 4-lesson subscription is $56.00€46.72₴2335.76 (the cost of one lesson is $14.00€11.68₴583.94).
Payment must be made at least 24 hours before the lesson's start time.
Discounts
When you purchase 80 lessons or more, you can receive a discount of up to $736.00€613.20₴30704.00.
Course Overview
Our online algebra course is designed for comprehensive study and caters to all age groups. The course includes two levels of instruction: intermediate and advanced, meeting the needs of students with varying backgrounds and goals. The curriculum focuses on developing mathematical skills, logical thinking, and confidence in solving algebraic problems.
The intermediate level, aimed at 8th and 9th-grade students, covers equations, systems of equations, functions, and graphs. Emphasis is placed on problem-solving and practical application of mathematical knowledge. Students learn to analyze data, construct logical sequences, and justify their solutions, enhancing their analytical thinking and practical application of knowledge.
The advanced level is designed for 10th to 11th-grade students and those studying higher mathematics. The program includes more complex mathematical concepts. Students learn to solve complex equations, work with various types of functions, and apply their knowledge to solve problems. Special attention is given to preparing for final exams and university entrance tests.
Lessons are conducted in a one-on-one format, lasting 45 minutes, allowing each student to maximize the benefits of their education. Our highly qualified and experienced teachers make the learning process engaging and effective. The flexible lesson schedule accommodates each student's needs, making the learning process as comfortable and convenient as possible.
We use modern teaching approaches, including interactive online platforms and multimedia materials, making the learning process exciting and dynamic. The focus is on the practical application of mathematical knowledge in real-life situations, promoting a deeper understanding of the subject and successful mastery of the material.
Our algebra course helps students not only master the school curriculum but also prepare for more complex mathematical disciplines in the future, providing a solid foundation for further academic and professional growth.
Teaching Methodology
Our algebra teaching methodology focuses on the individual needs and goals of each student. At the beginning of the course, specific tasks are set and gradually achieved throughout the learning process. The program is adapted to each student's level and pace of learning, ensuring the most effective knowledge acquisition. We use modern teaching approaches, including interactive online platforms and multimedia materials, making the learning process engaging and dynamic. The focus is on the practical application of mathematical knowledge in real-life situations.
Advantages of the Methodology
Clear Goals: Specific and achievable tasks are set for each student, helping to direct efforts in the right direction.
Individual Approach: The program is adapted to each student's pace and level, allowing them to learn at their own pace and achieve the best results.
Practical Learning: Emphasis is placed on the practical application of mathematical knowledge, not just theoretical aspects, promoting better material retention.
Age Accessibility: The methodology is suitable for children of different ages, ensuring the universality and accessibility of education.
Continuous Development: Students can continue to improve their skills even after achieving initial goals, promoting ongoing development and deepening of knowledge.
Intermediate Level
The intermediate level of the algebra course is designed for 8th and 9th-grade students. Special attention is given to developing problem-solving skills and applying mathematical methods in real-life situations. Students learn to analyze data, construct logical sequences, and justify their solutions. The intermediate level focuses on deepening knowledge and preparing for more complex topics.
Advanced Level
The advanced level of the algebra course is designed for 10th to 11th-grade students and covers more complex mathematical concepts. Students learn to solve complex equations, work with various types of functions, and apply their knowledge to solve problems. The advanced level also includes preparation for final exams and university entrance tests.
Course Goals
Mastering the basics: Establish a solid foundation of knowledge and skills for successful algebra study.
Developing mathematical thinking: Promote the development of logical and analytical thinking.
Practical application of knowledge: Teach how to apply algebraic methods to solve problems.
Exam preparation: Ensure successful completion of school and entrance exams.
Advanced algebra study: Prepare students for complex mathematical disciplines in universities.
Benefits of Online Algebra Lessons
Online algebra lessons offer numerous advantages that make learning this important subject accessible and effective for all students. Here are some key benefits:
Personalized Approach: Online courses allow teachers to tailor the curriculum to meet the needs and skill levels of each student. This approach ensures personalized instruction, promoting a deeper understanding of the material and successful mastery of algebraic concepts.
Flexibility and Convenience: One of the main benefits of online lessons is the ability to choose convenient times and locations for classes. This is especially important for busy students and those living in remote areas. Flexible schedules make it easy to integrate lessons into daily life without sacrificing other activities and hobbies.
Access to Qualified Teachers: Online learning provides the opportunity to study with the best teachers, regardless of their location. This is especially valuable for students who do not have access to quality education in their region. Our teachers are highly qualified and experienced, ensuring high-quality instruction.
Development of Independence: Online lessons foster skills in self-directed learning and time management. Students learn to plan their time, complete assignments independently, and find necessary resources. This helps them become more independent and responsible.
Interactive and Multimedia Materials: The use of modern technologies makes learning more engaging and enjoyable. Interactive platforms, video lessons, simulations, and other multimedia materials help better understand and grasp complex algebraic concepts, making the learning process more dynamic and effective.
Improvement in Academic Performance: Online algebra lessons help students prepare for exams, improve school grades, and successfully pass entrance exams. Personalized attention and program adaptation to specific student goals contribute to achieving high results and confidence in their knowledge.
Development of Critical Thinking: Studying algebra develops logical and analytical thinking, which is beneficial not only for academic success but also for solving everyday problems. Students learn to analyze information, construct arguments, and find solutions to complex problems, promoting overall intellectual development.
Access to Additional Resources: Online courses provide access to a wide range of additional resources, such as electronic textbooks, interactive assignments, discussion forums, and more. This allows students to deepen their knowledge and receive additional support in their studies.
Career Preparation: Algebraic skills are in demand in various professional fields, such as engineering, economics, computer science, and finance. Online algebra lessons help prepare students for future careers and open new opportunities for professional growth.
Social Interaction: Despite the remote format, online courses offer opportunities for communication with other students and teachers through forums, chats, and group projects. This helps develop teamwork skills and exchange experiences, contributing to a deeper understanding of the subject and the development of social skills.
Conclusion: Online algebra lessons are an effective and convenient way to receive quality education, develop mathematical skills, and prepare for academic and professional success.
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How Algebra Lessons Work
Equipment: To participate in online algebra lessons, you'll need a device with internet access and a built-in or external camera. It’s recommended to use a computer or tablet. Smartphones are not suitable for schoolchildren as they make it difficult to see the teacher and lesson materials clearly.
Internet Connection: A high-quality and stable internet connection is necessary for successful lessons. Check your internet speed before the lesson to avoid any technical issues.
Video Conferencing Platform: Online algebra lessons are conducted on platforms like Zoom or Google Meet. Install and set up the necessary software in advance. Make sure your video and audio are working correctly on your device.
Audio: For the best sound quality and to reduce background noise, it’s recommended to use headphones with a microphone. This ensures clear audio and better interaction with the teacher.
Lighting and Workspace: Your workspace should be well-lit. A bright light source directed at your work area without causing screen glare is ideal.
Receiving the Lesson Link: The link for the online lesson will be sent to you in advance via email or messenger. Make sure to receive the link at least a day before the lesson.
Materials for the Lesson: For algebra lessons, you'll need a notebook or notepad for writing, and a pen or pencil. Also, prepare materials from the previous lesson if the student has already been studying algebra, so the teacher knows where the learning left off.
Setting Up Your Workspace:
These steps will help ensure effective and smooth online algebra lessons.
Guidance and Feedback: The teacher will provide detailed instructions and feedback to help you understand the material better.
Ask Questions: Feel free to ask questions about any aspects of algebra or any difficulties you encounter.
Practical Exercises: A significant portion of the lesson will be dedicated to completing practical exercises to reinforce the material and improve your skills.
Problem Explanation: The teacher will demonstrate correct problem-solving techniques, explain mathematical rules, and various solution methods.
Lesson Wrap-Up: The lesson will end with a discussion of the material covered, assignment of homework, and a plan for the next sessions.
Independent Practice: The teacher will provide assignments for independent practice. Use the provided materials to deepen your understanding of the topic.
Plan for Upcoming Lessons: The teacher will discuss the material covered in the lesson with you and give recommendations for preparing for the next session.
We are confident that online algebra lessons will be comfortable and productive. Your educational experience will be engaging and valuable!
Algebra Teachers
Victoria Shevchenko
Algebra, Math, Geometry, Pre-K and Kindergarten
Algebra Course Program
Intermediate
level
Age: 13-15 years
(Grades 7-8 for Ukraine, Grades 8-9 for the USA)
Modules
Linear equations and systems of equations: studying and solving linear equations, working with systems of equations, applying substitution and addition methods for solving them.
Inequalities and their systems: solving linear inequalities and systems of inequalities, using graphical methods to represent solutions.
Functions: introduction to linear, quadratic, and basic functions, plotting their graphs, finding domains and ranges.
Rational expressions: simplifying rational expressions, working with fractions, adding, subtracting, multiplying, and dividing rational expressions.
Proportions and direct relationships: working with proportions, solving problems on direct and inverse proportionality.
Algebraic formulas: studying key algebraic formulas (factoring squares, cubes, and other expressions), applying them in problem-solving.
Problem-solving: practical tasks focused on applying learned mathematical methods to real-life situations. Problems involving data analysis and constructing logical sequences.
Advanced
level
Age: 15-17 years
(Grades 9-11 for Ukraine, Grades 10-11 for the USA)
Modules
Quadratic equations: solving quadratic equations using various methods (discriminant method, factoring), working with incomplete quadratic equations.
Exponential and logarithmic equations: introduction to working with exponents and logarithms, solving exponential and logarithmic equations, applying them to real-life problems.
Polynomial functions: studying polynomial functions, their properties, graphs, finding roots and extrema.
Complex numbers: introduction to complex numbers, their algebraic properties, and application in solving equations.
Trigonometric functions: working with sine, cosine, and tangent, plotting trigonometric graphs, solving trigonometric equations.
Derivatives and integrals in algebra: introduction to the basics of differentiation and integration, finding derivatives and integrals for polynomial functions, applying these methods to solve optimization problems.
Exam preparation: preparing for final and entrance exams, solving typical problems, testing knowledge through solving high-level tasks.
This algebra course program is designed for students following both Ukrainian and American school curricula. The program covers key topics and concepts in algebra, from linear equations to integrals and trigonometric functions. It aims to develop analytical thinking, the ability to solve complex problems, and prepare students for final exams and university entrance tests.
Start your learning journey! Sign up for a trial lesson today!
Course Schedule
We teach every day, including weekends
Contact Us
Student Reviews of the Course
Наталья Варлей
John D. Silverstone
Miguel
Богдана К.
Louis Ashford
Logan Valenzuela
Маргарита Рожкова
Samantha Greenfield
Анатолий
Sarah J. Brightwood
Frequently Asked Questions (FAQ)
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