Charm Sum - Maths tutor - Markham
Charm Sum - Maths tutor - Markham

Charm Sum's profile, diploma and contact details have been verified by our experts

Charm Sum

  • Rate £16
  • Response 8h
  • Students

    Number of students Charm Sum has accompanied since arriving at Superprof

    1

    Number of students Charm Sum has accompanied since arriving at Superprof

Charm Sum - Maths tutor - Markham
  • 5 (4 reviews)

£16/hr

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  • Maths
  • Physics
  • Statistics

Math Teacher with experience in teaching Calculus and Vectors at High School

  • Maths
  • Physics
  • Statistics

Lesson location

Recommended

Charm Sum is a respected member of our tutor community. He is highly recommended for his commitment and the quality of his lessons. An excellent choice to progress with confidence.

About Charm Sum

I have been a math and music teacher for 20 years in my home country. My students enjoyed my teaching and got high performance in examinations. We have taken a lot of pictures at the end of semesters. Moreover, I conducted a band with more than 50 members. We had a performance every Christmas and had a lot of fun in it. Now, I am a Sunday School teacher at St. Agnes Kouying Tsao Parish. So, I have completed the volunteer screening. Furthermore, I have got my vulnerable sector check.

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About the lesson

  • Primary
  • Secondary
  • GCSE
  • +5
  • levels :

    Primary

    Secondary

    GCSE

    BTEC

    Adult Education

    Masters

    MBA

    Nursery

  • English

All languages in which the lesson is available :

English

I have participated in a lot of research on linking students' skillsets and the topic concepts. For instance, most students feel confused about why whole numbers with negative exponents (eg. 2^-3 = 1/8) are fractions when they are told. A lot of teaching materials and teaching plans miss the essential procedure to build the concepts they will need in the advanced topics like functions and calculus. I always start with the skills and concepts my students possess. For example, I showed a geometric sequence they have learned: 2^3(=8) -- ÷2 --> 2^2(=4) -- ÷2 --> 2^1(=2) -- ÷2 --> 2^0(=1) -- ÷2 --> 2^-1(=1/2) -- ÷2 --> 2^-2(=1/4) . The second half of this sequence helps them to build not only the concept of negative exponents but also the concept of any number to the power of zero equal to 1. A professional educator can also discover the prerequisites which the student has not grasped. In this example, the prerequisites include the concepts of positive exponents (2^3=2x2x2), geometric sequence (Gn = 2xGn-1), and the relationship between fraction and division (1÷2=1/2). A successful teacher is always aware of the prerequisites and preparation for each topic.

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Rates

Rate

  • £16

Pack prices

  • 5h: £80
  • 10h: £160

online

  • £16/h

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