The students I support are 200% supported, during and between our lessons. Parents can contact me at any time to take stock. It is about restoring confidence, empowering and instilling a taste for efficient work. The purpose of the first meeting is to get to know the student and determine his current level in mathematics, what are his strengths and weaknesses, and what are the objectives to be achieved. From the observation, I establish with the student and his parents an educational assessment (notions to be reviewed as a priority, working method, duration and frequency of lessons) aimed at best meeting the student's objectives. Our weekly meetings aim to unblock the student, show him the systematic nature of each question and help him understand why it is necessarily such a formula or such property that applies, and how to write it rigorously in control. We work directly on DST topics to familiarize ourselves, well in advance, with the questions and problems that lie ahead on D-Day. METHODOLOGY First of all I learn about the resources available to the student (lessons from his teacher, exercises, supervised homework, homework ...) in order to see with him what is causing him problems. Then for each problem encountered, I suggest that he try to find a solution with clues. If he still can't find it then I show him a solution and then I make him discover variants. At each stage of my demonstrations, I invite the student to ask me questions to make sure he understands. Then at the end of each session I suggest additional exercises. Indeed, at the end of each session, I give a few exercises of a level of difficulty similar to those covered during the course to allow the student to review the concepts seen together and to permanently assimilate his course. In case of difficulty, the student can send me an email or call me at any time so that I can help him from one session to another. So know that you are not "cut out" for math. Whatever your "predispositions", with good supervision you can succeed! Interested? No situation is hopeless. Contact me ! Mathematically, Houda