Hi, I’m Jessie, a Maths educator with over 8 years of experience teaching in high schools, tutoring centres, and through my own private tutoring business. I’ve worked with over a thousand students, and I know just how overwhelming the HSC can feel – especially when students aren’t getting the support they need.
My approach focuses on building real understanding, not just memorising formulas. That way, students feel more confident walking into exams and more capable long after they’re done.
We'll help you catch up – fast.
Created by expert tutors who get it – with easy-to-follow videos, tricky questions broken down step-by-step, and all the resources you need to feel exam ready.
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“Past papers feel way too hard.”
“How do I find good questions to practice?”
“There’s so much to revise and not enough time.”
“I don’t know how to break down big topics.”
“I feel overwhelmed by all the formulas and rules.”
You don’t need to study harder – you need to study right. This course simplifies complex topics, teaches what schools often skip, and helps you feel genuinely prepared for your exams.
Each topic is broken down clearly with step-by-step explanations, worked examples, and common pitfalls to avoid. You can pause, rewind, and replay every video until it clicks. No pressure, no falling behind – just learning at your own pace.
WATCH SAMPLE VIDEOWATCH SAMPLE VIDEOYou’ll practise with questions that look and feel like what actually shows up in the HSC. Each one is designed to challenge your thinking and prepare you for the structure, wording, and difficulty of real exams.
Struggling with a specific topic? We’ll show you how to identify weak spots and focus your revision. No wasted time. Just smart, intentional study.
Stuck? Confused? Send us a message and get instant help via email. You're supported every step of the way.
We’ve mapped out the entire Year 11 & 12 syllabus so you don’t have to. Whether you’re revising, catching up, or getting ahead, the structure makes it easy to find what you need—fast. (Preview lessons below.)
03. Composite functions
13. Non-calculus graphing
03. Solving logarithmic equations
03. Bearings
03. Standard differentiation
08. Differentiation by trigonometric functions
09. Equations of tangents and normals
10. Sketching gradient functions
11. Sketching anti-derivative graphs
12. Rates of change of a quantity
13. Displacement velocity and acceleration
14. Geometrical applications of calculus
15. Increasing decreasing curves and stationary points
16. Curve sketching
17. Global maxima and minima
18. Optimisation
03. Differentiate hence integrate reverse chain rule
03. Pearson's correlation coefficient
12. Discrete probability distribution
13. Probability density functions
14. Calculating the mode of a PDF
15. Cumulative distribution function: calculating the median
16. Normal distribution
17. Normal distribution: z-scores and empirical rule
18. Applications of normal distributions
19. Applications of normal distributions: using z-table
03. Arithmetic sequences: simultaneous equations
12. Combined applications of APs and GPs
13. Future value of an annuity (FVa) table
14. Monthly loan repayments table
15. Present value of an annuity (PVa) table
16. Annuities: financial series
17. Reducing balance loans: financial series
Functions
03. Composite functions
Exponentials and logarithms
Trigonometric functions
03. Bearings
Differential calculus
03. Standard differentiation
08. Differentiation by trigonometric functions
09. Equations of tangents and normals
10. Sketching gradient functions
11. Sketching anti-derivative graphs
12. Rates of change of a quantity
13. Displacement velocity and acceleration
14. Geometrical applications of calculus
15. Increasing decreasing curves and stationary points
16. Curve sketching
17. Global maxima and minima
18. Optimisation
Integral calculus
03. Differentiate hence integrate reverse chain rule
Statistics and probability
03. Pearson's correlation coefficient
12. Discrete probability distribution
13. Probability density functions
14. Calculating the mode of a PDF
15. Cumulative distribution function: calculating the median
16. Normal distribution
17. Normal distribution: z-scores and empirical rule
18. Applications of normal distributions
19. Applications of normal distributions: using z-table
Financial maths
03. Arithmetic sequences: simultaneous equations
12. Combined applications of APs and GPs
13. Future value of an annuity (FVa) table
14. Monthly loan repayments table
15. Present value of an annuity (PVa) table
16. Annuities: financial series
17. Reducing balance loans: financial series
For over eight years, Jessie has shown students that HSC Math Advanced doesn’t have to be a mystery, or a misery.
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Choose the best HSC Maths Advanced Prep Course plan for you
*$199 one time payment offer applicable for the first 100 students.
What’s included in the HSC Prep Course?
You’ll get access to hundreds of video lessons, 450+ exam-style questions with step-by-step solutions, targeted topic drills, and 24/7 email support. Every lesson is broken down into manageable chunks, so you can study at your own pace, and replay concepts until they make sense.
Is this course suitable for both Year 11 and Year 12 students?
Yes! While it’s designed for the Year 12 HSC Advanced Maths syllabus, we also reinforce key Year 11 concepts. It’s great for Year 11s who want a head start, or for Year 12s filling in gaps.
What if I already have a tutor, do I still need this course?
Definitely. This course fills the gap between weekly tutoring and actual exams. It focuses on exam-style practice and strategy, helping you feel confident and ready under timed conditions.
Is the course self-paced?
Yes. You can access everything on your own schedule, watch lessons, try questions, and revisit tough topics anytime. It’s flexible around school, tutoring, or extra-curriculars.
Can I try the course for free?
You can try 3 full topics completely free, no commitment, no credit card needed. It’s the best way to see if the course works for you before signing up. Press the Start Free Trial button to signup
How does billing work? Are there payment options?
You can choose a one-off payment of $349 for 365 days of full access, or opt for a monthly payment of $75 (cancel anytime). The one-off option gives you the best value, but we’ve included the monthly plan to keep it flexible and accessible.
