What do I enjoy most about tutoring? 😁
From my experience in teaching, I enjoy working with students to understand how they think and how I can help them learn. I particularly love helping students who have struggled in the past to achieve success.
My Strengths as Tutor 💪
I am able to creatively explain new concepts and connect to what students have previously learned. I like to be patient and encouraging with students and celebrate their success.
Most important things I can do for a student 🏅
Tutor's provide an opportunity for individualised, one-on-one support in a way that the standard classroom cannot offer. This provides more in-depth and responsive support for students to consolidate and expand learning.
Subjects Tutored 🎓
Exam Prep 📝
- Naplan tutoring
- HSC tutoring
Tutoring students in 👦 👧
- year 4
- year 5
- year 6
- year 7
- year 8
- year 9
- year 10
- year 11
- year 12
About Peter
Strong Subject Knowledge with Practical Application
With a background in mechanical engineering, Peter brings real-world problem-solving skills to his tutoring sessions. His engineering studies have equipped him with deep mathematical understanding and the ability to relate abstract concepts to everyday applications. This practical approach helps students see the relevance of maths beyond textbooks, making learning more relatable and interesting.
Resourceful Lesson Planner Focused on Student Progress
Peter stands out for his resourcefulness in lesson planning—he has created worksheets and tailored materials to suit different learning needs during his time as a trainee teacher. He pays close attention to individual progress by offering targeted support, whether working one-on-one or facilitating group activities. Parents can trust that their child will benefit from structured guidance combined with genuine enthusiasm for helping every student grow in confidence and skill.
Other maths tutors in Ashfield and nearby
Recent Tutoring Comments:
Cailin has made progress in each of these topics. Cailin now has solid understanding and application of all year 11 topics, and is prepared to continue with ...
Cailin has made progress in each of these topics. Cailin now has solid understanding and application of all year 11 topics, and is prepared to continue with practice exams
Cailin needs to review particular content quickly and progress onto practice exams as not much time remains before HSC. Cailin should complete reviews of financial mathematics and trigonmentric functions, and then start completing exams under timed conditions.
Oliver remembers formulas for both area and perimeter of common 2D shapes and 3D objects. Oliver can apply these reliably and problem solve to apply these formulas ...
Oliver remembers formulas for both area and perimeter of common 2D shapes and 3D objects. Oliver can apply these reliably and problem solve to apply these formulas to compound shapes.
Oliver needs to be careful to include correct units and decimal places.
The review of the trail exam is complete. Cailin has shown good progress in review topics, and improvement in previous problem areas of differentiation and ...
The review of the trail exam is complete. Cailin has shown good progress in review topics, and improvement in previous problem areas of differentiation and integration.
Trigonometry needs particular practice. Furthermore Cailin should focus on identifying simple solutions to problems by observation before jumping to her calculator. Cailin needs to complete remaining topic revision to allow sufficient time to prepare for practice exams.
Oliver has good fluency with adding and subtracting up to two fractions with different denominators. Oliver was able to employ the cross-multiply method, identify ...
Oliver has good fluency with adding and subtracting up to two fractions with different denominators. Oliver was able to employ the cross-multiply method, identify like denominators and represent as either a proper or improper fraction. Oliver was able to apply this understanding to word problems.
Oliver showed some over reliance on the cross multiply method and thus ran into issues when there where more than two fractions in the question. The conceptual understanding to solve these questions has been addressed, but Oliver should practice solving problems using alternate procedures for these questions.