Learn Maths Online: Free Course with AI Tutor & Certificate
This 4-hour online maths course covers foundational mathematics across 12 modules and 83 video lessons. You'll start with whole numbers and progress through algebraic expressions, geometry, and data analysis. By the end, you'll be able to solve complex equations and apply mathematical modeling to real-world business scenarios.
What you'll learn in this Maths course
Five concrete outcomes you'll walk away with, each mapped to modules in the curriculum below.
Understand and work with different types of numbers, including whole numbers, integers, rational numbers, and real numbers.
Perform basic arithmetic operations such as addition, subtraction, multiplication, and division, and apply the order of operations.
Manipulate and solve equations and inequalities, including one-step, two-step, and multi-step equations.
Apply geometric concepts to identify and analyze lines, angles, triangles, quadrilaterals, circles, and polygons, and calculate perimeter and area.
Collect, organize, and analyze data, represent data with graphs, and understand measures of central tendency and probability.
Maths course syllabus
01 Introduction to Numbers and Operations
- Whole Numbers
- Integers
02 Basic Arithmetic Operations
- Addition and Subtraction
- Multiplication and Division
- Order of Operations
- Estimation and Rounding
03 Fractions and Decimals
- Introduction to Fractions
- Equivalent Fractions
- Operations with Fractions
- Introduction to Decimals
- Operations with Decimals
04 Algebraic Expressions
- Variables and Constants
- Simplifying Expressions
- Evaluating Expressions
- Combining Like Terms
05 Equations and Inequalities
- Solving One-Step Equations
- Solving Two-Step Equations
- Solving Multi-Step Equations
- Solving Inequalities
06 Geometry
- Lines, Rays, and Angles
- Triangles and Quadrilaterals
- Circles and Polygons
- Perimeter and Area
07 Measurement and Conversion
- Length and Distance
- Weight and Mass
- Volume and Capacity
- Time and Temperature
08 Data Analysis and Probability
- Collecting and Organizing Data
- Representing Data with Graphs
- Measures of Central Tendency
- Probability and Predictions
09 Ratios and Proportions
- Understanding Ratios
- Proportional Relationships
- Solving Proportions
- Similar Figures
10 Percentages
- 1 Introduction to Percentages
- 1.1 Understanding Percentages|Defining percentages and their relationship to fractions and decimals.
- 1.2 Calculating Percentages|Learning the methods for calculating percentages of various quantities.
- 1.3 Percentages in Everyday Use|Discussing the prevalence of percentages in shopping, finance, and statistics.
- 2 Converting between Fractions, Decimals, and Percentages
- 2.1 Conversion Methods|Mastering the techniques for converting between fractions, decimals, and percentages.
- 2.2 Practical Conversion Applications|Applying conversion skills to real-life scenarios, such as cooking and budgeting.
- 2.3 Conversion in Problem Solving|Using conversions to solve problems in mathematics and other disciplines.
- 3 Percent Increase and Decrease
- 3.1 Calculating Percent Change|Understanding how to calculate percent increase and decrease.
- 3.2 Applications of Percent Change|Exploring the use of percent change in contexts like sales, population growth, and finance.
- 3.3 Analyzing Percent Change|Learning to analyze and interpret the significance of percent changes in data.
- 4 Simple Interest
- 4.1 Basics of Simple Interest|Defining simple interest and its components: principal, rate, and time.
- 4.2 Calculating Simple Interest|Learning the formula for calculating simple interest and applying it to financial scenarios.
- 4.3 Simple Interest in Real Life|Discussing the practical applications of simple interest in savings and loans.
11 Exponents and Radicals
- 1 Introduction to Exponents
- 1.1 Defining Exponents|Exploring the concept of exponents and their notation.
- 1.2 Exponent Rules and Properties|Learning the basic rules and properties of exponents for simplification and calculation.
- 1.3 Exponents in Scientific Notation|Understanding the use of exponents in scientific notation for large and small numbers.
- 2 Operations with Exponents
- 2.1 Multiplying Powers with the Same Base|Mastering the technique for multiplying exponents with the same base.
- 2.2 Dividing Powers with the Same Base|Learning the rules for dividing exponents with the same base.
- 2.3 Power of a Power Rule|Exploring the power of a power rule and its application in simplifying expressions.
- 3 Introduction to Radicals
- 3.1 Understanding Radicals|Defining radicals and their relationship to exponents.
- 3.2 Simplifying Square Roots|Learning how to simplify square roots and other radicals.
- 3.3 Radical Notation and Its Meaning|Discussing the notation of radicals and what it represents in mathematics.
- 4 Simplifying Radicals
- 4.1 Techniques for Simplifying Radicals|Exploring various methods for simplifying radicals effectively.
- 4.2 Rationalizing the Denominator|Understanding the process of rationalizing the denominator in radical expressions.
- 4.3 Radicals in Algebraic Operations|Applying the knowledge of radicals to perform algebraic operations.
12 Coordinate Geometry
- 1 Cartesian Coordinate System
- 1.1 Introduction to the Coordinate Plane|Defining the Cartesian coordinate system and its significance in geometry.
- 1.2 Plotting Points on the Coordinate Plane|Learning how to plot and identify points on the coordinate plane.
- 1.3 Quadrants and Axes|Understanding the division of the coordinate plane into quadrants and the role of axes.
- 2 Graphing Linear Equations
- 2.1 Linear Equations in Two Variables|Exploring the structure of linear equations and their graph representation.
- 2.2 Slope-Intercept Form|Learning about the slope-intercept form of a line and how to graph it.
- 2.3 Creating Graphs from Equations|Practicing the creation of graphs from linear equations.
- 3 Slope and Intercept
- 3.1 Understanding Slope|Defining the concept of slope and its calculation from two points.
- 3.2 The Meaning of Y-Intercept|Discussing the significance of the y-intercept in the context of a graph.
- 3.3 Slope and Intercept in Real-world Applications|Applying the concepts of slope and intercept to analyze real-world situations.
- 4 Distance and Midpoint Formula
- 4.1 Calculating Distance in the Coordinate Plane|Learning the distance formula and its derivation from the Pythagorean theorem.
- 4.2 Finding the Midpoint|Understanding how to find the midpoint of a line segment in the coordinate plane.
- 4.3 Applications of Distance and Midpoint|Discussing the use of these formulas in navigation, computer graphics, and other fields.
Real-world projects you'll work on
Practice the exact kind of work Maths professionals do on the job.
Data Analysis and Predictive Modeling for Sales Growth - Theme: Global E-commerce Giant
Optimizing Supply Chain Efficiency through Mathematical Modeling - Theme: International Logistics Company
Financial Planning and Investment Strategies for Wealth Management - Theme: Global Investment Firm
Using Mathematical Algorithms for Risk Assessment in Cybersecurity - Theme: Tech Security Startup
Skills you'll gain
Add these to your LinkedIn profile and resume the day you finish.
Who should take this Maths course?
And exactly what you need before starting (spoiler: almost nothing).
This course is for
- Beginners looking to build a strong foundation in basic mathematics for competitive exams.
- Aspiring data analysts and programmers who need to refresh their algebra and probability skills.
- Working professionals in India wanting to improve their numerical literacy for business and finance roles.
- Career switchers preparing for technical interviews that require quantitative problem-solving.
Prerequisites
- There are no strict prerequisites for this beginner-friendly course.
- A basic understanding of reading and writing numbers is helpful.
- Curiosity and a willingness to practice problem-solving.
How learning works on LearnTube
The structure of a bootcamp, the price of free.
AI curates your path
Our AI picks the top 1% of video content for each topic and arranges it into a structured, goal-based curriculum. No more tutorial roulette.
Learn, then get quizzed
After every lesson, your AI tutor asks you a question and gives personalised feedback on your answer, so gaps get fixed immediately.
Finish with proof
Complete the course, build the capstone project, and claim a certificate recognised by 900+ hiring partners.
A complete Maths course: free, structured and job-focused
Across about 4 hours and 83 video lessons, this basic maths for beginners course builds a strong foundation in core mathematical concepts. You'll start your first lesson with Whole Numbers, then move through 12 structured modules covering Basic Arithmetic Operations, Fractions and Decimals, and Algebraic Expressions. As you progress, the curriculum expands to include Equations and Inequalities, Geometry, and Coordinate Geometry. You will also learn practical skills in Measurement and Conversion, Data Analysis and Probability, Ratios and Proportions, Percentages, and Exponents and Radicals.
To ensure you actually understand the math, you'll complete four hands-on projects based on real industry scenarios. You will tackle data analysis and predictive modeling for sales growth at a global e-commerce giant. Other projects include optimizing supply chain efficiency for an international logistics company, developing financial planning strategies for a wealth management firm, and using mathematical algorithms for risk assessment at a tech security startup. These exercises prove you can apply numbers to solve actual business problems.
LearnTube makes learning mathematics highly interactive. We pair curated YouTube video lessons with an AI tutor that gives you a quick quiz after every single lesson to check your understanding. Learning is completely free. If you want to show off your new skills, you can upgrade to get a paid optional certificate upon completion.
Jobs you can target after learning Maths
Maths is a gateway skill for some of the fastest-growing roles in tech.
Analyzes numerical data to help companies make better business decisions.
Uses mathematical models to evaluate investment opportunities and manage wealth.
Applies quantitative methods to optimize logistics and improve operational efficiency.
Typical entry-level salary ranges in India as of August 2026. Actual compensation varies by city, company and experience.
Earn a Maths certificate employers recognise
Finish the course and claim a certificate you can share anywhere.
- Learn 100% free: every lesson, quiz and the AI tutor cost nothing
- Claim your certificate when you complete the course (an optional paid add-on)
- Recognised by 900+ hiring partners across India
- One click to share on LinkedIn and add to your resume
Why learners choose LearnTube
Real reviews from Google. You learn free, you get assessed free, and you pay only if you want the certificate.
Though I have 11 years of experience as an HRBP, the course helped me refresh my knowledge and gave me insights into new trends in the market. The modules were clear and easy to understand, and the quizzes were well designed. I have added the certificate to my LinkedIn profile.
I had a lot of doubts while learning, but the AI chatbot answered them in detail with simple summaries. The videos on the platform saved me a lot of time as I didn't have to search YouTube and watch random content.
Just earned my certificate in HR Management from LearnTube.ai! The platform is user-friendly and the assessment was a great way to validate my knowledge. Feeling proud of this accomplishment!
I enrolled in a LearnTube personalized course to get into a Data Analytics role. It helped me learn SQL in depth and gave me hands-on experience with Power BI. I attached the LearnTube certificate to my CV, it added credibility to my profile, and I'm currently in the interview process.
The interface is user-friendly and intuitive, making it easy to navigate the course. I encountered no errors during my time using the platform, which was a refreshing change from other online learning platforms.
Just cleared the Business Analyst assessment and got certified! Loved how the course simplifies big concepts like data-driven decision making into short, practical lessons. The automated quizzes kept me on track the whole time. Perfect boost for my resume!
The certificate gave me a real edge during my B.Tech. By the time I graduated, I had skills that set me apart from my peers, and the certification opened up more job opportunities. It gave me the confidence to stand out during interviews.
I manage many software projects as a General Manager and was looking for a good certification program to stay competitive. After researching many programs, I chose LearnTube and it was much better than I expected. The material is well-organized and practical, and what I liked most is the lifetime access.
Frequently asked questions
Everything learners ask before starting this Maths course.
How long does this online maths course take?
You can expect to spend about 4 hours completing all 12 modules and 83 video lessons. Since the curriculum is entirely self-paced, you can easily spread the learning out over a few days or weekends.
Is this mathematics course actually free?
Yes, all 83 video lessons and the AI-tutor quizzes are completely free to access. You only pay if you decide to add the optional verified certificate after finishing the material.
What will I be able to do after finishing?
You will be able to solve complex algebraic equations, calculate geometric areas, and analyze probability data. The four included projects also teach you how to apply mathematical modeling to real business scenarios like supply chain optimization.
Is learning basic maths still relevant for modern careers?
Absolutely. Strong quantitative skills remain essential for roles in data science, finance, and software development. Understanding core math concepts helps you think logically and solve complex technical problems much faster.
Do I have to take quizzes during the lessons?
Yes, our AI tutor generates a short quiz after every single video lesson. This immediate practice ensures you actually understand the mathematical concepts before moving on to the next topic.
Does this help with mathematics for competitive exams?
Yes, the modules cover foundational topics like fractions, ratios, percentages, and basic algebra. These are the exact numerical concepts frequently tested in major Indian competitive exams and technical aptitude tests.
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