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Maths Tutor Alternative at £ 6/Month 

Our Cost-effective Solution

*Maths eLearning Platform *

 

We'll offer you with a full refund if you don’t achieve grade 6 to 9 or B to A*

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Whether you’re a full or part-time student, our Maths eLearning platform is designed to help you quickly improve your marks and bridge any learning gaps you need to swiftly and confidently step up with your Maths studies.

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A Truly, Maths Tutor Alternative!

Maths tutor

Why Our Maths eLearning Platform can be a Tutor Maths Alternative

  • It provides you with comprehensive tutorial videos for each lesson of the specifications

  • Our tutorial videos are produced by Maths heads with over 30 years experience

  • Our lessons are packed with practice questions

  • The lessons are supported with animated interactivities to help you learn  through visualisation i.e. through the easiest way a mind can comprehend Maths

  • If you're 16 or above, you can email us and request issuing you with a test for any topic that you've completed to evaluate your progress

  • If you're under 16, your parents can email us and request issuing you with a test for any topic to evaluate your progress

The below videos provide a glimpse about our Maths eLearning features!

Maths Tutorial Videos

Maths Tutorial Videos
Maths Tutorial Videos

Maths Tutorial Videos

03:05
Maths Animated Interactivities for Visual Understanding

Maths Animated Interactivities for Visual Understanding

03:55
The Practice Page for Students Revision

The Practice Page for Students Revision

02:40
Students Gradebooks and Performance Reports

Students Gradebooks and Performance Reports

02:33

Maths Tutor Inexpensive Alternative

Our Maths eLearning platform costs a tiny fraction of a private tutor cost. 

£ 30/hr. for a private tutor

Vs 

~£ 0.50/hr. for our Maths eLearning cost

Maths Tutor Inexpensive Alternative Solution - OBA School
Edexcel Maths Higher GCSE Revision - Expressions - Equations - Solving Equations 1 Intro
02:05
Edexcel Maths Higher GCSE Revision - Translations and Constructions - Bearings Example 1
08:59
Maths Higher GCSE Revision - Solving Simultaneous Equations Graphically Intro
03:33
Edexcel Maths Higher GCSE Revision - More Trigonometry - Calculate Guide Trigonometry Find Side Ex 2
01:11
Edexcel Maths Higher GCSE Revision - Fractions, Ratio and Percentages - Writing Ratios Intro
03:03
Edexcel Maths Higher GCSE Revision - More Trigonometry - Graph Transformation Trigonometry Example 1
02:24
Maths Higher GCSE Revision - Vectors and Vector Notation - Vectors and Vector Notation Intro
02:33
Edexcel Maths Higher GCSE Revision - Translations and Constructions - Basic Geometry Drawing Ex 1
01:09
AQA GCSE Further Maths Matrix Transformations Introduction.mp4
01:36
AQA GCSE Further Maths Limiting Value of a Sequence Example 2.mp4
03:12
AQA GCSE Further Maths Limiting Value of a Sequence Introduction.mp4
01:38
AQA GCSE Further Maths Simultaneous Equations in Three Unknowns Example 2.mp4
05:20
AQA GCSE Further Maths Simultaneous Equations in Three Unknowns Example 1.mp4
03:55
AQA GCSE Further Maths Three Dimensional Problems Lines and Planes in Three Dimensions.mp4
05:02
AQA GCSE Further Maths Geometric Proof Example 3.mp4
04:14
AQA GCSE Further Maths The Tangent Graph.mp4
06:47
Differentiation-1.30 Differentiating Functions with Two or More Terms-Fns with Two or More terms ex1
02:54
Differentiation - 1.29 Differentiating Functions with Two or More Terms - Introduction
01:27
Differentiation - 1.2 Gradients of Curves - Gradients of Curves - Example 1
01:23
Differentiation - 1.1 Gradients of curves - Gradients of Curves -Introduction
05:50
Exponentials & Logarithms - 1.3 Exponential Functions – Example 2
04:10
Exponentials & Logarithms - 1.2 Exponential Functions – Example 1
06:01
Exponentials & Logarithms - 1.1 Exponential Functions – Introduction
03:27
Exponentials & Logarithms - 1.10 y= e^x – Differentiating Exponential Functions
03:23
Statistical Distribution – 1.2 Probability Distributions – Example 1
03:46
Statistical Distribution – 1.3 Probability Distributions - Example 2
01:15
Hypothesis Testing – 1.1 Hypothesis Testing – Hypothesis Testing Introduction 1
05:29
Hypothesis Testing – 1.3 Hypothesis Testing – Example 1
01:35
Hypothesis Testing – 1.2 Hypothesis Testing – Hypothesis Testing Introduction 2
04:33
Forces and Motion - 1.40 Connected Particles - Example 1
03:47
A-level Mechanics Y1 Revision - Forces and Motion - Pulleys - Example 4
02:07
Forces and Motion - 1.39 Connected Particles - Introduction2
02:46
Differentiation - 1.15 The Chain Rule - Differentiating the Chain Rule ex 6
05:03
Integration - 1.28 Integration by Parts - Integration by Parts ex6
04:24
Differentiating - 1.2 Differentiating sin x and cos x - Differentiating sin x and cos x intro 2
01:35
Differentiating - 1.1 Differentiating sin x and cos x - Differentiating sin x and cos x intro 1
07:59
Trigonometry & Modelling – 1.25 Proving Trigonometric Identities – Example 3
09:24
Trigonometry & Modelling – 1.21 Simplifying a Cos X ± B Sin X – Example 3
02:52
Trigonometry & Modelling – 1.8 Using the Angle Addition Formulae – Example 3
02:03
Trigonometry & Modelling – 1.10 Double-angle Formulae – Example 2
04:14
Further Kinematics - 1.27 Variable Acceleration in One Dimension – Example 8
04:47
Further Kinematics - 1.15 Vectors in Kinematics – Example 12
05:15
Further Kinematics - 1.12 Vectors in Kinematics – Example 9
08:07
Further Kinematics - 1.28 Differentiating Vectors - Introduction
01:20
The Normal Distribution – 1.26 Finding µ and σ - Example 3
07:32
The Normal Distribution – 1.10 The Standard Normal Distribution - Introduction 1
04:38
A-level Statistics Y2 Revision - The Inverse Normal Distribution Function – Example 1
04:26
The Normal Distribution – 1.6 The Inverse Normal Distribution Function – Introduction 1
01:31
Further Mech Y1 Momentum as a Vector Introduction.mp4
02:19
Further Mech Y1 Hooke's Law and Dynamics Problems Example 2.mp4
03:44
Further Mech Y1 Successive Oblique Impacts Introduction.mp4
02:21
Further Mech Y1 Successive Oblique Impacts Example 2.mp4
04:06
Further Mech Y1 Successive Oblique Impacts Example 3.mp4
08:14
Further Pure Y2 Differentiating the Inverse Trigonometric Functions Intro.mp4
02:30
Further Pure Y2 Differentiating the Inverse Trigonometric Functions Example 3.mp4
02:51
Edexcel FPMC1 - Complex Numbers - Imaginary and Complex Numbers - Complex Real and Imaginary Ex 1
02:11
Further Statistics Y1 Testing for the Mean of a Poisson Distribution Example 1.mp4
01:40
Further Statistics Y1 Testing for the Mean of a Poisson Distribution Example 2.mp4
01:29
Further Stats Y1 Adding Poisson Distributions.mp4
01:57
Further Statistics Year 1 Probability Generating Functions 2 Standard Distributions Example 2.mp4
03:32
Further Statistics Y1 The Negative Binomial Distribution Example 2.mp4
02:49
Further Statistics Year 1 Probability Generating Functions 1 PGFs Example 3.mp4
01:40
Further Statistics Year 1 Chi Squared 1 Goodness of Fit Example 2.mp4
03:47
Further Statistics Year 1 Probability Generating Functions 1 PGFs Intro.mp4
03:14
Further Mech Y1 Successive Oblique Impacts Example 2.mp4
04:06
Further Mech Y1 Hooke's Law and Dynamics Problems Example 2.mp4
03:44
Further Mech Y1 Hooke's Law and Dynamics Problems Introduction.mp4
02:08
Further Mech Y1 Momentum as a Vector Introduction.mp4
02:19
Further Mech Y1 Direct Collision with a Smooth Plane Example 2.mp4
02:06
Further Mech Y1 Direct Collision with a Smooth Plane Introduction.mp4
00:59
Further Pure Y2 Simple Harmonic Motion Example 3.mp4
04:04
Furtherv Pure Y2 Modelling with First Order Differential Equations Example 3.mp4
06:07
Further Pure Y2 Modelling with First Order Differential Equations Intro.mp4
00:57
Furtherv Pure Y2 Modelling with First Order Differential Equations Example 1.mp4
03:49
Further Pure Y2 Coupled First Order Simultaneous Differential Equations Example 1.mp4
08:28
Furtherv Pure Y2 Modelling with First Order Differential Equations Example 2.mp4
09:35
Further Pure Y2 Improper Integrals Example 3.mp4
04:59
Further Pure Y2 Differentiating the Inverse Trigonometric Functions Example 1.mp4
03:44
Further Statistics Year 2 Estimators Further Hypothesis Tests 3 F Distribution 4 Example 2.mp4
02:19
Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 1 Mean of a Normal Distribution with Unknown Variance Example 2.mp4
01:38
Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 6 Hypothesis Tests for the Difference Between Means Example 2.mp4
04:16
Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 5 Difference Between Means of Independent Normal Distributions Example 2.mp4
03:28
Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 2 Confidence Interval for the Mean of Normal Distribution with Unknown Variance Intro.mp4
02:56
Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 1 Mean of a Normal Distribution with Unknown Variance Example 1.mp4
02:33
Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 3 Hypothesis Test for the Mean of a Normal Distribution with Unknown Variance Example 2.mp4
03:51
Further Statistics Year 2 Modelling with the Continuous Uniform Distribution Example 1.mp4
03:00
Further Mechanics Y2 Frameworks in Equilibrium Introduction.mp4
02:46
Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Introduction.mp4
01:40
Further Mechanics Y2 Horizontal Oscillation Introduction.mp4
02:35
Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Example 2.mp4
02:25
Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Example 1.mp4
04:26
Further Mechanics Y2 Horizontal Oscillation Example 3.mp4
07:53
Further Mechanics Y2 Frameworks in Equilibrium Example 1.mp4
07:06
Y2 Mechanics Further Kinematics Intro.mp4
01:30
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