11,12,13,14,15,16,17,18 et enfin en haut: 1,2,3,4,5,6,7. Maintenant, je vais faire la multiplication en utilisant le dessin que j'ai créé. Je vais prendre le nombre de doigts levés dans chaque secteur et les multiplier ensemble. Dans le premier secteur, j'ai 5 doigts levés, dans le deuxième secteur j'en ai 8 et dans le troisième secteur j'en ai 7. Donc, 5 x 8 x 7 = 280. Maintenant, je sais que 7x8 est égal à 280 grâce à cette méthode de dessin.

11,12,13,14,15,16,17,18 et enfin en haut: 1,2,3,4,5,6,7. Maintenant, je vais faire la multiplication en utilisant le dessin que j'ai créé. Je vais prendre le nombre de doigts levés dans chaque secteur et les multiplier ensemble. Dans le premier secteur, j'ai 5 doigts levés, dans le deuxième secteur j'en ai 8 et dans le troisième secteur j'en ai 7. Donc, 5 x 8 x 7 = 280. Maintenant, je sais que 7x8 est égal à 280 grâce à cette méthode de dessin.

"(34) Comment apprendre ses tables de multiplication - YouTube". Pour apprendre mes tables de multiplication, j'utilise une méthode simple et efficace. Je commence par choisir une table que je veux apprendre, par exemple la table de 7. Ensuite, j'écris la table de 7 de 1 à 10 sur une feuille de papier. Je répète cette opération plusieurs fois jusqu'à ce que je puisse écrire la table sans regarder. Ensuite, je me teste en essayant de réciter la table de 7 sans regarder la feuille. Si je fais des erreurs, je note les erreurs et je les révise. Je continue ce processus jusqu'à ce que je puisse réciter la table de 7 sans erreur. Ensuite, je passe à la table suivante et je répète le même processus.

Learning multiplication tables can be a challenge for many students. However, there are various techniques and methods that can make this process easier and more enjoyable. In this article, we will explore three different approaches to learning multiplication tables: using finger counting, drawing, and repetition.

The first technique involves using finger counting to memorize multiplication tables. As demonstrated in the video titled "Astuce pour connaitre ses tables de multiplications," the narrator explains a simple method using fingers to calculate multiplications. By raising fingers to represent tens and bending fingers to represent units, one can easily perform multiplication calculations. For example, to calculate 7x8, the narrator raises five fingers and bends three fingers, resulting in 50 units. This technique provides a visual and tactile way to understand and remember multiplication tables.

Another technique showcased in the video titled "Comment faire une multiplication avec un dessin" involves using drawings to visualize multiplication calculations. By creating a diagram and dividing it into sectors, each representing a specific number, one can easily perform multiplication calculations. The narrator demonstrates this method by drawing a diagram and assigning numbers to each sector. By counting the raised fingers in each sector, one can multiply them together to obtain the final result. This technique combines visual representation with multiplication, making it easier for individuals who are more visually oriented to grasp multiplication concepts.

The third technique, as presented in the video titled "Comment apprendre ses tables de multiplication," emphasizes repetition and practice. By selecting a specific multiplication table, such as the table of 7, and writing it down multiple times, individuals can reinforce their memory of the table. The process involves writing the table from 1 to 10 repeatedly until it can be done without looking at the paper. Afterward, individuals can test their knowledge by reciting the table without referencing the written version. Any mistakes made during the recitation can be noted and revised for further improvement. This method relies on repetition and active recall to solidify the memorization of multiplication tables.

In conclusion, learning multiplication tables can be approached in different ways. Finger counting, drawing, and repetition are three techniques that can be utilized to enhance understanding and memorization. By incorporating these techniques into practice, individuals can develop a solid foundation in multiplication, leading to better mathematical skills and problem-solving abilities.

To summarize, here are three actionable pieces of advice for learning multiplication tables:

1. Incorporate finger counting: Utilize the technique demonstrated in the video to associate finger movements with multiplication calculations. This tactile approach can enhance understanding and retention of multiplication tables.

2. Create visual representations: Experiment with drawing diagrams and dividing them into sectors to represent numbers. Count the raised fingers in each sector to perform multiplication calculations visually. This technique can be particularly beneficial for individuals who are more visually oriented.

3. Emphasize repetition and practice: Write down multiplication tables repeatedly, focusing on one table at a time. Practice reciting the tables without looking at the written version and revise any mistakes made. By incorporating regular repetition and active recall, the memorization of multiplication tables can be strengthened.

By implementing these techniques and advice, individuals can develop a solid foundation in multiplication and improve their mathematical abilities. Whether through finger counting, drawing, or repetition, finding a method that resonates with personal learning style can make the process more enjoyable and effective. So, let's start exploring these techniques and embrace the journey of mastering multiplication tables!