Why study at Algonova?

Why study at Algonova?

Why study

at Algonova?

Foundation for the future

We provide the core knowledge needed for tomorrow’s careers, especially in Tech.

Academic support

We develop logic and analytical thinking, making it easier to learn school subjects.

Modern tools

We teach how to work in a digital environment using tools that are in demand today.

From playing to creating

We teach kids to use technology for building and creativity - not just for spending time.

Motivation and guidance

We keep children engaged from the first class all the way to their final project.

Foundation for the future

We provide the core knowledge needed for tomorrow’s careers, especially in Tech.

Modern tools

We teach how to work in a digital environment using tools that are in demand today.

Academic support

We develop logic and analytical thinking, making it easier to learn school subjects.

From playing to creating

We teach kids to use technology for building and creativity - not just for spending time.

Motivation and guidance

We keep children engaged from the first class all the way to their final project.

Best course for your child:

Best course for your child:

Best course for your child:

Math Junior

Math Junior

Math Junior

01

Age: 6-8 years

02

Program length: 64 sessions

03

Session duration: Private 60 min/session, Group 60 min/session

04

Class format: Private 1-on-1, Group 4 students/class

Tools Used

Tools Used

Tools Used

Algonova Platform

A place to access modules and complete exercises in Algonova

Module 1

Module 2

Module 3

Module 4

Module 5

Module 6

Module 7

Module 8

Basics of Mathematics

L1. Counting forward and backward

L2. Geometric shapes

L3. Increasing and decreasing sequences

L4. MazeL5. Classification

L6. Matchstick puzzles

L7. Single-digit numbers

L8. Comparing numbers using a number line

L9. Addition and subtraction properties: ±0

L10. Addition and subtraction properties: ±1

L11. Composition of single-digit numbers (Part 1)

L12. Composition of single-digit numbers (Part 2)

Module 1

Module 2

Module 3

Module 4

Module 5

Module 6

Module 7

Module 8

Basics of Mathematics

L1. Counting forward and backward

L2. Geometric shapes

L3. Increasing and decreasing sequences

L4. MazeL5. Classification

L6. Matchstick puzzles

L7. Single-digit numbers

L8. Comparing numbers using a number line

L9. Addition and subtraction properties: ±0

L10. Addition and subtraction properties: ±1

L11. Composition of single-digit numbers (Part 1)

L12. Composition of single-digit numbers (Part 2)

Basics of Mathematics

L1. Counting forward and backward

L2. Geometric shapes

L3. Increasing and decreasing sequences

L4. MazeL5. Classification

L6. Matchstick puzzles

L7. Single-digit numbers

L8. Comparing numbers using a number line

L9. Addition and subtraction properties: ±0

L10. Addition and subtraction properties: ±1

L11. Composition of single-digit numbers (Part 1)

L12. Composition of single-digit numbers (Part 2)

M1

M2

M3

M4

M5

M6

M7

M8

Why learn Math in Algonova?

Why learn Math in Algonova?

Why learn Math in Algonova?

Interactive Learning

Interactive Learning

Solve math problems on a dynamic digital platform.

Solve math problems on a dynamic digital platform.

AI Diagnostics

AI Diagnostics

Identify strengths and growth areas with smart analysis.

Identify strengths and growth areas with smart analysis.

Personalized Path

Personalized Path

Follow a program adapted to your child’s level.

Follow a program adapted to your child’s level.

Online Mentors

Online Mentors

Learn online with experienced math teachers.

Learn online with experienced math teachers.