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Shlok is a high-achieving recent graduate with strong results in General Maths, Maths Methods and Physics, placing him in the top range of students academically. He brings a clear, step-by-step approach to explaining concepts and focuses on building deep understanding rather than rote learning. This tutor is comfortable using digital tools to create practice questions, share resources and track progress, making it easy for parents to see how their child is improving over time.
Shlok has hands-on experience tutoring Year 4 maths to underprivileged students through a school-based initiative, so he already understands how to adjust explanations for younger learners and different ability levels. He uses active listening, patience and empathy to build rapport, then encourages students to talk through their thinking so he can spot gaps early. Parents can expect a tutor who is calm, organised and able to turn tricky topics into manageable, confidence-building steps.
Beyond the classroom, Shlok has led clubs such as Chess, Astronomy, Meditation and a cultural club, as well as guiding backstage teams for school productions. These roles show his ability to manage groups, give clear instructions and make activities enjoyable and structured. He often draws on interests like chess and science to create engaging examples in lessons, helping students see patterns, think logically and stay curious. This tutor aims to make learning feel both achievable and genuinely interesting.
Recent Tutoring Comments:
Harish understood all the basic concepts of a matrix quite well.
Harish understood all the basic concepts of a matrix quite well.
Nothing at the moment. Just needs to complete his homework questions as practice and he should be good to go to continue the other matrix topics.
Thomas was able to understand the mean and standard deviation for a normal distribution. How transformation affects the normal distribution. He was able to connect ...
Thomas was able to understand the mean and standard deviation for a normal distribution. How transformation affects the normal distribution. He was able to connect his learning from General Maths about the 68-95-99.7% rule and z-scores for standardising. He was able to use the Normal CDF on his CAS to solve problems, and he understood how to use the normal approximation to the binomial distribution.
Thomas struggled to remember formulas such as of the variance. He often struggled in understanding which tool to use for which question, regularly confusing the Normal CDF and Inverse Normal functions on his CAS.
Thomas was more confident at using integration to solve for probabilities of CRVs
Thomas was more confident at using integration to solve for probabilities of CRVs
Thomas struggled with understanding the concept of percentiles and how to solve for them.
Harish was more confident with precedence tables and activity networks and the critical path analysis
Harish was more confident with precedence tables and activity networks and the critical path analysis
Harish initially struggled with forward and backward scanning and crashing