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Diego is a very patient, reliable, intelligent, considerate, well-mannered person and a committed tutor. His communication skills are excellent. My son is a very shy person and was able to feel comfortable with Diego from the get-go. Diego explains and interprets math formulas very well for my son to understand. This is combined with homework to strengthen the lesson learned, which my son is eager to complete. Thank you Diego!!!!!Alpha Liavas
Year 8 student Liv worked on applying index laws, focusing on multiplying and dividing powers, including zero index and powers of fractions.
For Year 9, Jayden reviewed algebraic expressions by expanding and simplifying terms, as well as exploring algebraic fractions and mixed expressions.
Meanwhile, a Year 10 student spent the lesson calculating speed, time, and distance using rearranged formulas to solve for different variables in worded problems.
A Year 10 student struggled to retain key algebra and indices steps after initially grasping them, as a tutor noted, "he tends to forget the steps after eagerly doing them."
In Year 11 modules, incomplete homework and last-minute revision meant some quiz questions left him stumped, particularly when asked to recall formulas like area versus perimeter.
A Year 6 student often arrived late or unprepared—devices not charged, workbook unavailable—which delayed lesson progress.
Meanwhile, in Year 8 algebra, mixing up indices with multiplication persisted because working was not clearly written out, leading to repeated confusion mid-task rather than clarity for review.
A tutor in Wyong Creek noticed Frankie, a high school student, now talks through her maths questions step by step and openly asks for help when stuck—previously, she'd quietly guess instead of seeking clarification.
In another recent session, Liv (Year 10) started using the proper rules for index laws after initially relying on intuition; this shift helped her solve more complex powers-of-fractions problems without hints.
For a younger learner, Ruby quickly made sense of why multiplying two numbers gives the same answer regardless of their order and confidently explained it back while trying bigger sums.