Start with the mathematics you need help with now.
Send the course, level or topic. I will check whether I can help, and we can agree on where to begin.
A simple four-step start.
The first goal is to make sure the tutoring matches the course and the problem you want to work on.
Send the course details
Include the course name, level, current topic and any assessment that is coming up.
We agree on the focus
I confirm whether I can help and identify the concepts, prerequisite gaps or preparation that should come first.
Arrange the lesson and complete payment
Once the course and lesson option are confirmed, I send a secure payment link and we agree on a lesson time.
Meet online
Lessons are one-to-one using Google Meet, Microsoft Teams or Jitsi Meet, depending on what works best for the student.
Bring enough context to make the lesson useful.
The more closely the lesson can follow your course, the easier it is to focus on the mathematics that matters.
You do not need to send everything. A few useful pieces of information are usually enough to establish the right starting point.
Useful material
- Course name and code
- Syllabus or topic list
- Current lecture notes or textbook section
- A few representative questions
- Assessment date and covered topics where relevant
Explanation, method and practice belong together.
The exact balance depends on the student and topic. A lesson can spend more time on explanation when an idea is new, or more time on practice when the main goal is fluency and assessment preparation.
Clarify the idea
Work through definitions, notation and the mathematical structure behind the current topic.
See how the steps fit together
Use worked examples to understand why a method applies and where each step comes from.
Try the mathematics yourself
Work on suitable problems with guidance where needed, then reduce the amount of help as the method becomes clearer.
Sometimes the current topic is not the real starting point.
Difficulty with calculus may come from algebra. Difficulty with statistics may come from probability or notation. If an earlier gap is blocking the current topic, we can review that prerequisite directly.
The aim is independence
- Recognise the type of problem
- Choose a suitable method
- Carry out the steps carefully
- Check whether the result makes sense
- Become less dependent on help over time
Tutoring supports your work. It does not replace it.
I can explain concepts, work through related examples, help you identify mistakes and prepare for tests or exams.
I do not complete graded assignments, tests, examinations or other assessed work on a student's behalf.
Good uses of tutoring
- Understanding a difficult concept
- Reviewing prerequisite mathematics
- Practising similar problems
- Preparing for a test or exam
- Learning a stronger problem-solving process
Start with a short description of the course.
If you are unsure whether the topic fits, send the course title or syllabus and I can check it first.