My teaching method is: I take concepts from everyday life as examples which is always easy for the children to catch up faster. I often teach students with activities and they response with great interest for that. I take weekly exams for the topics I completed that week to see the progress of the student and then spend one day each week on solving their particular problems regarding a topic.
When it come to tutoring, I customize the program to the student and his/her goals. If target involves upcoming test, begin with assessment of strengths and weaknessess, develop curriculum based on this, and measure it to fit the prep timeline. Otherwise I am friendly and easy-going.
I don't have a fix learning structure and my teaching will be based on the students ranks and positions in the courses I teach. Previously, I went through their learning in school together and try to make them understand the subject better. If their learning is related to previous chapters, we will revise them together and slowly cover the chapter they learned at school on that day.
You come first. That's my philosophy. Tutoring is always about the student. That's why I don't follow a set tutoring structure. I tailor my lessons to suit each student's abilities and ensure their understanding is at 100% before I move on to the next topic.
I approach the students at where they are facing problems and try to teach them with time and care.
I based my classes on the topics given by each of the student's curriculum, given them the understanding and summary of what each topic is about. After grasping the idea, I will give them questions and ask them to finish them during the lesson. If needed, I will give them extra papers to be finished for homework.
I'm outgoing and I know how to make math easy and understandable, I know how students think because I'm a student myself. You might think that's impossible that math can be smooth and easy, but I have spent years after school self-learning all the little explanations that come in the way of a student not understanding a subject.
I like starting with a Road Map to establish where the student is and what we want to achieve. Then we have a frank discussion about the areas of weaknesses. The objectives are then set up: 1. Robust coverage of the weak areas through iterative review of those areas and maximum practice through lots of homework.
I teach based on the foundation that if you understand the concepts in maths then doing the questions is about asking yourself what step do I need to do. When helping other students I make sure they actually no what each step does by asking them a question to make them think in a new perspective on the question.
I really enjoy studying mathematical and scientific subjects that involve problem solving. During my lessons, we will start with some background information behind the concept. Diagrams will then be illustrated on the board, linking them to the relevant formulas in the syllabus.
I am doing professional tutoring for couple of years with great success over student's improvement. I have even taught TAS teacher for improving concepts in general maths and civil engineering. Working with maths could b fun when you realise numbers can draw pictures for you. Maths is easy when it is done stepwise and with multiple perspectives and representations.
I have a technique that is so simple you will wonder how more teachers don't teach it but I've never heard of anyone that does.
I am helpful and can provide the students with knowledge in many fields and have good communication with students can be in support at any time always my phone is available if there is a question or any thing that is not clear
My name is Mohamad and my current teaching methodology aids students to adapt and understand various concepts in their chosen field of study. Initially I ask where the struggle is located in an initial topic. I then proceed to explain the topic step by step in a simplistic and understandable manner.
My teaching method is based on what the student wants to learn, as well as teaching them the required knowledge that they lack. I also believe that suiting the students psychology and attitude is an important factor. As that is the gap between having the trust and proper communication between a student and a tutor.
Mathematics is a "cumulative learning" subject - and so certain gaps in a student's knowledge are likely to affect their marks. In particular, I focus on filling these gaps and helping students develop a genuine understanding for Mathematics, and further aiding them in their revision strategies and exam techniques.
My teaching method is tailored to suit each and every student I teach because not everyone learns the same. I bring my patience and understanding to every lesson I teach. My teaching methodology entail many examples and many questions, accompanied with repetition in order for students to fully grasp any concept. Available to teach: - 7-9 Mathematics - 10 5.1, 5.
Instead of getting the students adopt with my methods, I try myself to provide students with options and flexible methods they feel easy to adopt into. Before going to the core, I basically provide students with all the necessary basic principals and relevant backgrounds so that it will be easy for them to understand when, why and how do they apply what they are learning.
My greatest passion is mathematics and I have the unique ability of being able to explain mathematical concepts in a number of different ways so that it is impossible for my student to not eventually get it. Then I will be able to shower them with many different example to really solidify their understanding.
My teaching method is solely based on practical learning. By combining experience and practice is the most effective way for a student to understand concepts and theories. The lesson structures will depend on each student and will be very flexible and easy to follow.
My teaching method is a one to one lesson. I base my classes on the respective curriculum to the students year by approaching the topics in a chronological order so they do not miss anything important that could be tested on. Any exam tricks or techniques that I have learnt in the past, I follow them on to my students so they can use in their exams.
Overall my teaching method can be considered interactive rather than textbook fashion. Studies have shown that students who understand what they are doing are more likely to succeed than those who memorise. Therefore, I base my lessons on ensuring that my student understands the content that they are learning through methods such as videos, demonstrations and simplification methods etc.
Every student is unique; hence I always try to find the best approach for each one of them. In general, I start by explaining the fundamentals of the course studied and then gradually elaborate and discuss the contents with the student.
Being a qualified teacher I like to clear the basics first so that if the base is strong the further lessons become easy to understand. I teach the lesson in a practical fun way and make it as simple as possible. I can work with children of all ages very well. I am very dedicated and punctual for all my committed lessons.
I am friendly. Adopt different procedures to make any topic understandable for students. Able to study the psychology of students and then adopt procedure accordingly.
My teaching method is always aimed in a manner such that the student may understand the concept in the simplest way possible. However, mathematics is not by just understanding the concept only but by doing as many examples as possible so that the student may gain confidence.
I can assist the students through challenging coursework and work with them through homework exercises and past exam papers. I am aware of the level of work and commitment required for successful outcomes and understand that things can get difficult at times with certain concepts being hard to grasp; however I will be patient and guide through each and every step.
I base my classes on the intuitive and creative approach to problem solving. I believe that making students do actual problems is the key to understanding maths and computer science concepts. As with tennis, you actually have to play to learn and the more you practice, the better you get.
I believe that learning should be fun. Sometimes all work and no play is exhausting. Teaching styles should always match the students' capacities and learning should be easy. I possess a bubbly personality which makes learning more fun. I am a ray of sunlight in the lives of others.
I am a strong believer in learning by examples and analogies. I find it much easier to learn newer and more complicated ideas by connecting and relating them to known ideas that I am more familiar with. In teaching, I prefer to explain the core and fundamental principle of an idea before its application in problem-solving.
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