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Confidence, motivation and your learning experience.

COMPLETELY FREE. FULL OF POSSIBILITY.
Your next Mathematics result could be your best yet.
Discover your strengths. Unlock your potential. Build your path to better Mathematics results—with your own free Maths Success Blueprint.
What Mathematics mark are you aiming for?
70 simple questions · No calculations · Personalised results
Free, always
Open to students beyond The Mentor
Made for your journey
A personal plan, not another exam
Learn your way forward
Tutoring, revision and steady progress
More than a mark
Whether you are currently achieving 30%, 50% or 70%, your Mathematics journey does not have to end where it is today. Every student deserves the opportunity to improve.
Sometimes it’s examination pressure. Sometimes it’s a gap in earlier learning, a study routine that isn’t working, or confidence that needs rebuilding. Understanding your experience is the first step towards changing it.
Not another test. A fresh way to understand yourself.
Your Maths Success Discovery
One question at a time, explore the habits, beliefs and experiences that shape your Mathematics learning. There are no right or wrong answers. Your progress is saved to your verified account.
Confidence, motivation and your learning experience.
Recognise reported strengths and opportunities to grow.
Up to three practical priorities to get started.
Free tutoring, steady practice and progress reviews.
Register → Verify email → Discover → Understand → Improve
A preview of your next chapter
A beautifully presented learning profile, your reported strengths, areas to develop and a practical Mathematics Success Plan—all together in a report you can keep.
The report beside this text is a clearly labelled fictional example. Your actual report is based on your own answers. It is not a Mathematics mark, aptitude test or prediction of passing.
Discover my BlueprintPrepared for Lerato · example student
Your Mathematics goal
70% and beyond
Your last mark is a moment in your journey—not the definition of what you can become.
Strong reported readiness
Strong reported readiness
Strong reported readiness
Reported learning readiness · not an academic mark
Based on self-reported experiences, not a test of Mathematics ability. Scoring and interpretation are provisional, not validated psychometric norms. Your future choices are not defined by this profile.
Your Mathematics Academic Blueprint
Not sure which Mathematics topics you should focus on? Discover the areas you understand, the concepts you find challenging and where you could benefit from additional support.
Answer 30 simple questions about your Mathematics understanding. No calculations. No examination pressure. Receive your personalised Mathematics Academic Blueprint immediately.
Discover my FREE Academic Blueprint100% Free · 30 simple questions · No calculations · Instant personalised PDF report
Grade 12 CAPS / IEB or Cambridge IGCSE 0580 Extended. Independent of the 70-question learning-habits Blueprint. Core learners are identified separately; these questions do not assess the Core syllabus.
Three A4 pages: your reported strengths, your complete topic profile and your personal success plan. The example uses fictional student data. Your own report reflects only your responses.
Learning behaviours and topic familiarity remain separate—there is no combined examination-readiness score.
THE MENTOR · FICTIONAL EXAMPLE
Prepared for Lerato · fictional student
CAPS Grade 12 · South Africa · Illustrative example
01 / Your starting point
This is a reflection of mathematical familiarity—not a formal test of competence. Your confidence indicators are not examination marks.
Current mark (self-reported): 58%
Target: 75%
Algebra, Equations and Inequalities
factorising algebraic expressions, including quadratic expressions; solving quadratic equations and understanding why different methods are used
Functions and Graphs
the differences between linear, quadratic, hyperbolic and exponential functions; identifying important features of graphs, such as intercepts, turning points and asymptotes
02 / Your topic profile
4 confident · 0 to consolidate · 0 needing support · 0 not yet studied
4 confident · 0 to consolidate · 0 needing support · 0 not yet studied
0 confident · 3 to consolidate · 0 needing support · 0 not yet studied
0 confident · 4 to consolidate · 0 needing support · 0 not yet studied
0 confident · 0 to consolidate · 4 needing support · 0 not yet studied
Support skills: trigonometric ratios and the relationship between angles and sides; simplifying and proving trigonometric identities; solving trigonometric equations over a specified interval; interpreting and sketching trigonometric graphs
0 confident · 0 to consolidate · 2 needing support · 0 not yet studied
Support skills: gradients, distances and midpoints on the Cartesian plane; equations of straight lines and circles
0 confident · 0 to consolidate · 2 needing support · 1 not yet studied
Support skills: circle geometry theorems and when to apply them; constructing logical geometric proofs and providing reasons for each step
0 confident · 0 to consolidate · 0 needing support · 6 not yet studied
03 / Your success plan
trigonometric ratios and the relationship between angles and sides
This skill supports further work in trigonometry. Review a worked example, explain your reasoning, practise independently and bring questions to a free Masterclass.
gradients, distances and midpoints on the Cartesian plane
This skill supports further work in analytical geometry. Review a worked example, explain your reasoning, practise independently and bring questions to a free Masterclass.
circle geometry theorems and when to apply them
This skill supports further work in euclidean geometry. Review a worked example, explain your reasoning, practise independently and bring questions to a free Masterclass.
Not-yet-studied topics are upcoming learning opportunities, not weaknesses. Interpretation is provisional; a practical assessment is needed to verify mastery.
FREE TUTORING. REAL SUPPORT.
Step-by-step explanations, topic-based revision and guided examination questions. Join free tutoring even before you finish your discovery.
Register for free tutoringFree, all-day Saturday sessions in towns and cities. Core skills, practical study techniques and guided revision, together with The Mentor team.
Upcoming towns and datesMake room for progress
Schedule to be confirmed
To be confirmed
Monday & Wednesday
16:00–17:30
Tuesday & Thursday
16:00–17:30
Monday & Wednesday
18:00–19:30
Tuesday & Friday
18:00–19:30
All times are South African Standard Time. Cambridge IGCSE has one combined Core and Extended timetable.
Who can join?
CAPS Grade 9 Mathematics
CAPS Grade 10 Mathematics
CAPS Grade 11 Mathematics
CAPS Grade 12 Mathematics
Cambridge IGCSE Mathematics (Core and Extended)
Registration is free
Register here for free weekly tutoring. To create your private Maths Success Blueprint, sign in or create a verified account and begin your discovery.
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