I strive to instill a lifetime love of learning. I openly share my passion for mathematics while honestly admitting my own shortcomings and past struggles to let my students know I too am human, and we all have strengths and weaknesses. I treat students with dignity and respect, knowing that every individual has great potential. It is up to me as the tutor to find the way to grow that potential. My determination and dedication is contagious, and my students will want to work harder to reach their goals! I offer encouragement and some humor as needed to keep up their spirits, and I make sure they feel valued and understood.

After greeting my new student and telling them how glad I am to have the opportunity to work with them, I will ask them to tell me more about the needs and challenges that led to them seeking tutoring. We will discuss specific areas in which they find strengths and weaknesses, and what type of learning approach works best for them (practice problems, visual learner, etc.). I will ask the student what they hope to get out of tutoring and set goals we can work on together.

When tutoring, I ask the student questions very often to keep them focused and engaged. After explaining a concept, I will ask them to repeat the explanation back to me and we will review any parts they are hesitant about. Through practice problems and repeated review of material covered, I will be sure they truly learn something from every tutoring session. We will talk about ways in which they can apply these learning techniques on their own while in a regular classroom setting or working on homework. I will provide a fun, relaxed atmosphere to learning that will encourage the student to feel free to ask questions and seek answers on their own to continue learning independently.

When we do well on a homework assignment or exam, it is a rewarding feeling. This gratification is increased by the praise and approval of friends, family, and teachers. When a student is feeling discouraged, I will remind them that every minute spent studying and learning concepts is a way to improve their knowledge and boost performance. I will be sure they know how proud I am of their accomplishments and dedication. If a topic is too challenging and they are losing interest, we will change the focus to a simpler concept, try some practice problems they know they can do, and build back up to the challenge.

I will try explaining a concept in several ways and watch for signs that one of those ways "clicks" best with the student. I may ask the student to try to explain the concept to me, as doing so will show me how they think and learn and what part of the material is the most difficult for them. I believe the best approach to learning is to practice, practice, practice....I will use many examples and practice problems in my tutoring approach and mix easy problems with harder ones. By also answering easy questions, they can gain confidence and be reminded they have already learned concepts they once found difficult, therefore being better prepared to tackle the current difficult problems.

Reading out loud sometimes can resolve a reading comprehension issue. With word problems in math, it can be easy to skip over an important key point and slowing down to say the words clearly may prevent missing something. I will also teach them to circle or underline key facts, numbers, and units. This approach keeps them focused on finding the important phrases in a problem, and is a practical technique that can be done during exams in a classroom (unlike reading out loud).

The most important part of a student-tutor relationship is that the student feels comfortable and relaxed talking to the tutor and asking questions. I want my student to know I am not judging them, and that I truly care about seeing them succeed. I will act as both their peer and mentor, someone they can talk with casually while also learning. We may cover a large amount of material in a tutoring session, but we will also chat and laugh; I want to teach them that learning is fun, not just work.

I am so passionate and excited when working on math problems, and I try to make my attitude contagious! If possible, I will find a way to connect the material to a hobby or interest the student has, and use relevant word problems. If they like art, and need to improve work in geometry, I might ask them to doodle something and then we will analyze what geometric shapes and properties can be found in the drawing. By applying the concepts outside of a textbook, they will remember the material much more completely.

I flip the roles of tutor and student by asking them to explain the concepts to me. This gives them the chance to test how well they understand the material and shows me where they might still need help. We will go over numerous practice problems as well to really reinforce the concepts.

I will praise any small accomplishment to keep reminding the student that they do already know some level of the subject. I will alternate between easier and harder problems within a topic to simultaneously reinforce the knowledge they have while challenging them to push to the next level. Confidence grows with success, so I want to see them succeed at least with some of the practice problems and I will scale the difficulty level accordingly.

I will ask them upfront about how they would express their strengths and weaknesses, and about what teaching techniques or methods seem to work the best for them as an individual. The student may not be able to articulate the answer, but anything they do say will give me clues about how they think and learn. I will watch closely at how they approach problem solving, and how they respond to my questions and answers to further learn about their needs.

I am the type of person whose personality reflects those around me. When I work with a student, I start to connect with them and interact in a way that makes them feel like I am a peer. I will listen to them and watch their responses to learn more about what teaching approach will work best, and stick with the most effective methods for the student as an individual, knowing that all students are different.

I will keep a list of reference formulas and math properties/theorems on hand, and be prepared to offer a selection of relevant practice problems. Different grade levels will have different expectations about approaches to solve problems or the format of the answer required, so I will also ask the student to show me their own textbook and talk about anything their teacher may have said on that subject. For online teaching, the online platform provided gives every tool that may be needed to work through math problems. In person, I will bring some reference material as well as plenty of scrap paper for both the student and myself to use, and a small whiteboard and calculator.