Trusted teacher

Some students believe that they are not mathematically gifted; therefore incapable of learning mathematics. I believe the contrary, that all students with motivation sustained by the teacher and confidence in their mathematical skills are essential to the student’s success in the classroom. I include reflection in my daily practices to encourage students to be reflective, while developing their ability to learn and innovate. In my opinion, reflection is fundamental for students to be able to manage complex thinking processes and outcomes adequately. Reflective practices aid learners to expand their understanding of concepts by creating new connections and relating different ideas; and can guide them to understand themselves as learners by maximizing their strengths and minimizing their weaknesses. To support my students to become independent and reflective learners, I consider two complementary types of reflection: Reflecting on what is being accomplished to support deeper understanding of the concepts; and making learning itself an object of reflection to support student self-regulation and independent learning. I refer to the Socratic Method, Bloom’s Taxonomy of Critical Thought and Howard Gardner’s Multiple Intelligences when I am creating my daily lesson plans to assure that I teach to a variety of learning styles. By teaching to these learning styles and presenting the concept in the ways stated above, I create an atmosphere where success for the student is probable. I consider success to be more likely because not only am I presenting information multiple ways, but I am also encouraging students who understand the material to help others who do not; therefore giving the students a view of the material from their peers. Creating this success is the first step in motivation. I believe that once the students understand that math is a subject that they can understand, their confidence and motivation will increase therefore making them more apt to put forth more effort in the math classroom.

Trusted teacher

1Students

🔢 Let's make math fun and rewarding for your child! Contact me now to schedule a session and unlock the door to mathematical success! 🚀 🌟 Why Choose My Math Tutoring? -Tailored Learning: I understand that every child learns differently. I customize my teaching methods to suit your child's unique needs and learning style. -Fun and Interactive: Math doesn't have to be boring! I incorporate games, puzzles, and interactive activities to make learning enjoyable and memorable. -Proven Techniques: I recommend effective methods and tools that simplify complex math concepts. Your child will gain confidence and develop problem-solving skills that last a lifetime. -Flexible Sessions: Whether your child needs a boost in understanding a specific concept or wants to stay ahead of the class, I offer flexible tutoring sessions to accommodate their schedule. -Encouraging a Positive Mindset: I foster a positive attitude towards math, helping your child build confidence and enthusiasm for tackling challenges head-on.

Trusted teacher

5Students

I hold a Doctorate in Pharmacy and 2 Masters degrees from the University of Paris V René-Descartes. Since the beginning of my higher education, and since I established myself as a freelancer after 10 years of managerial career in the pharmaceutical industry, I have been used to regularly giving private lessons to pupils and students of all levels, Primary, Secondary and Higher, supporting them until they pass their exams. The main disciplines in which I support students are essentially scientific. The perspectives provided are transdisciplinary.

Trusted teacher

1Students

Bachelor's student in economics and management offers private lessons in mathematics. I obtained my bachelor's degree with a specialization in mathematics and physics and I have sufficient knowledge in mathematics, physics, chemistry, German, English and French. In my teaching, I adapt to the learning conditions and the student's life in order to strengthen their self-confidence and ensure that they understand the lessons and progress. My goal is to create an effective learning environment. I rely on the student's course, which I supplement if necessary with additional information.

Trusted teacher

No one is stupid; everyone is intelligent. It all depends on the methodology used, which is tailored to the type of intelligence. This has been my working method for the past six years, and to date, the results are undeniable: zero exam failures and children with a whole new level of mathematical understanding. Try it, you'll see.

Trusted teacher

This course in Mathematics: Geometry and Trigonometry offers students a comprehensive understanding of two foundational branches of mathematics. Designed to develop both conceptual knowledge and problem-solving skills, the class begins with the study of geometric figures, exploring their properties, relationships, and applications. Students will engage with key topics such as points, lines, angles, triangles, polygons, circles, area, volume, and coordinate geometry. Through hands-on activities and visual reasoning, learners will deepen their spatial understanding and logical thinking. The trigonometry portion of the course introduces students to the relationships between angles and sides of triangles, focusing on the sine, cosine, and tangent ratios. Students will explore the unit circle, radian measure, trigonometric identities, and real-world applications including wave functions and navigation problems. Emphasis is placed on connecting geometry and trigonometry to practical contexts, encouraging students to see the relevance of these concepts in science, engineering, and everyday life. Throughout the course, learners will build proficiency through guided practice, collaborative work, and real-world problem sets. Whether preparing for advanced mathematics, standardized tests, or practical application, students will leave the course with a solid foundation in both geometry and trigonometry.