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Anthea brings a robust background in maths and science, currently excelling in a Bachelor of Science (Data Science) degree. With distinction-level results across advanced maths subjects, she offers both deep subject knowledge and practical problem-solving skills. Her approach to tutoring draws on real-world examples and data-driven thinking, making complex concepts accessible and engaging for students at all levels.
Having led art classes for groups of 5-20 children aged 4-12, this tutor is skilled at tailoring explanations to suit different ages and learning styles. She has honed classroom management abilities by ensuring lessons run smoothly and efficiently, consistently achieving high completion rates without sacrificing quality. This hands-on teaching experience allows her to foster confidence and enthusiasm in her students during each session.
Anthea’s involvement as an events officer has strengthened her communication and organisational skills—essential for explaining tricky topics clearly and keeping lessons interactive. She leverages her proficiency in both English and Mandarin to connect with diverse learners. Parents can expect her sessions to be structured, approachable, and responsive to each student’s needs, supported by her unique blend of creativity and academic rigour.
Recent Tutoring Comments:
Logan showed improvement in this topic and was able to solve the problems without help
Logan showed improvement in this topic and was able to solve the problems without help
Logan just needs to practice constantly to be 100% fluent, great job
Logan understood the content well and was able to apply his understanding without much help
Logan understood the content well and was able to apply his understanding without much help
There is not much that needs improvement regarding this topic
Logan remained committed to solving problems in algebra and did exceptionally well in understanding enlargement in geometry.
Logan remained committed to solving problems in algebra and did exceptionally well in understanding enlargement in geometry.
Logan would need to make solving algebra a routine so Logan will be able to do in unconsciously.
Logan remained persistent to solving problems even though they were challenging .
Logan remained persistent to solving problems even though they were challenging .
Logan will need to improve his understanding on rearranging equations especially on the change in signs when moved across equal signs.