Multiplication Tables

The game includes tables from 1 to 20. You can choose exactly which tables to practice using the quick-select buttons (1-5, 1-10, 1-12, 1-20, 6-9, 11-20) or by checking and unchecking individual tables. This allows, for example, focusing on the tables that are hardest to learn — such as the 6 through 9 — or advancing toward multiplication exercises with larger factors.

In Competition mode the screen is divided: each player sees their own panel with an independent question, an individual timer and their score. In the center appears a visual arena where an element accumulates for each correct answer, in the color of the team that answered. The player or team with the most correct answers when time runs out wins. You can play with 2, 3 or 4 players on the same screen without needing separate devices, which makes it an ideal educational game for projecting in class.

There are three levels. Easy: the second factor goes from 1 to 5, ideal for starting to practice multiplication tables in elementary school. Medium: factor up to 10, the standard level for multiplication table exercises. Hard: factor up to 20, with 40% of questions having an unknown factor — for example '? x 8 = 56' — which also works as practice for division and advanced mental calculation.

The multiplication grid (or times table chart) is the table with all the results of multiplying numbers from 1 to 10 (or 1 to 12). This game allows practicing the multiplication grid dynamically: instead of memorizing the static chart, the player answers random multiplications under time pressure, which reinforces automatization of results. You can select any combination of tables to work on exactly the part of the multiplication grid you need to review.

Project the screen and use Competition mode with 2 to 4 teams. Assign a color to each team and choose a visual theme for the central arena. As teams answer the multiplication exercises, the arena fills with trees, flowers, fish or stars in each team's colors, which creates visual motivation without needing to track the score manually. You can also use Solo mode with the projector for timed individual practice or to show examples of how to solve multiplication table exercises.

The four themes change the animation of the central arena in Competition mode. Garden: each correct answer adds a new flower to that team's garden (roses, camellias, lavender, bellflowers). Forest: a different tree appears with each answer (bonsai, pine, bamboo, palm). Ocean: fish of different sizes and swimming speeds in the team's color are added. Space: each answer adds a bright star. In all themes the elements accumulate and remain visible, showing the score difference visually.

It is completely free and no registration is required. Open the link and start in seconds from any device: computer, tablet or phone. There is no app to download or account to create. It works in the browser.

In most English-speaking countries, multiplication tables are introduced in second or third grade, around ages 7 or 8. First come the 2, 5 and 10 times tables because they have more obvious patterns. Then the 3, 4 and 6 tables, and finally the 7, 8 and 9 tables, which are usually the most challenging. Reaching full automatization — answering without having to calculate — can take until 4th or 5th grade. The key is regular practice: a few minutes every day is far more effective than one long session every now and then.

The ones most students find hardest are the 7, 8 and 9 times tables. Within those, cross multiplications — like 7 x 8, 6 x 7 or 8 x 9 — are usually the last to be automatized because they have no obvious pattern. The 6 through 9 tables generally generate the most errors. In contrast, the 2, 5 and 10 tables are learned quickly because they follow simple patterns (always end in an even number, in 0 or 5, or add a zero). To work on the most difficult ones, use the '6-9' quick-select button.

It depends on the educational level. In elementary school the standard is knowing the tables from 1 to 10, which make up the basic multiplication grid. Many curricula extend this to 12, because multiples of 11 and 12 appear frequently in geometry (dozens, measurements, fractions). Knowing the tables up to 12 covers virtually everything needed at the elementary level. Tables from 13 onward are less common, but practicing them helps build mental calculation speed in secondary school.

There is no single method that works for everyone, but some things research and teaching experience confirm. First, spaced practice: reviewing a little every day is much more effective than studying once for a long time. Second, variety: alternating between reciting, writing and answering random questions (as in this game) helps make knowledge more flexible. Third, context: interactive multiplication table games work well because they combine repetition with motivation — the brain pays more attention when something is at stake. Fourth, starting with the easy ones and advancing gradually builds confidence.

Multiplication exercises are activities where the student solves multiplications in two different ways: unknown result (3 x 7 = ?) or unknown factor (? x 6 = 42). In Easy and Medium modes, the unknown is always the result. In Hard mode, 40% of questions have an unknown factor, making them more challenging and also working as an introduction to division: if you know 7 x ? = 56, you are thinking about how many times 7 fits into 56.

The classic multiplication grid shows all the results of multiplying numbers from 1 to 10 against each other, in a table format. When people talk about tables from 1 to 10 they refer to the same thing presented as a list: the 1 table (1x1, 1x2... 1x10), the 2 table, the 3 table, and so on. The tables from 1 to 12 extend that grid to 12. Learning tables in list format and practicing with random exercises, as in this game, is more effective than memorizing the grid because it trains direct recall without needing to navigate a chart.

The simplest way is to dedicate 5 to 10 minutes daily, preferably at the same time, so it becomes a habit. You can alternate between different activities: one day play in Solo mode with a time limit, another day write the tables on paper, another ask questions out loud. The important thing is variety and no excessive pressure. Avoid very long sessions when the child is already tired. If the practice is at home but the goal is to reinforce what is done in class, ask the teacher which tables are currently being worked on and focus on those.

Having multiplications automatized frees working memory for more complex operations. When a student has to solve long division, a fraction or a geometry problem, if they know their tables by heart they can focus on the reasoning without calculation consuming attention. It is similar to reading fluently: not thinking about the letters allows focusing on meaning. This is why teachers insist on automatizing and not just understanding them: the conceptual understanding of multiplication comes first, but automatization is what makes everything else easier afterward.

The simplest way is to project the game on the classroom board or screen and divide the class into 2 to 4 teams. Teams take turns: representatives from each team come to the front, sit in front of the screen or keyboard, and play a round in Competition mode. The rest of the class watches the visual arena in the center fill with trees, flowers, fish or stars depending on who is answering correctly. When the round ends, new representatives come forward. This keeps the whole group focused because everyone wants their team to win, even those who are seated.

Yes, this is one of the most effective ways to use it. As a starter activity, 5 minutes in Solo mode projected helps each student practice silently before class begins — it works as a mental warm-up. As a closing, a quick competition round between two volunteer teams ends the class with positive energy and reinforces what was worked on. In both cases it is worth setting the total time to 2 or 3 minutes to keep it brief and not take time from the main class.

A dynamic that works well: divide the class into 4 teams with names and colors (the same colors as in the game). Each week play one or two 2-minute multiplication competition rounds. The team with the most correct answers in the week earns a point. This turns the game into a multiplication league throughout the month. Another variation: direct elimination. Two teams play, the loser is out and the next team comes in. The one that survives the most rounds wins. When projected, the visual arena does all the work of showing who is winning without needing to keep score manually.

Yes. In Solo mode, each student can practice independently on their own device — tablet, computer or phone. You can ask them to choose the tables that are hardest for them, set the time and play 3 rounds in a row. When finished, they share the score out loud or write it down. This mode is useful for differentiated work: those who need to review basic tables choose Easy level, those who already master them go to Hard level with unknown factors. No account or app needed, just the link.

Solo mode at Hard level with unknown factors is especially useful for this. Set a 2-minute round with all tables active. After playing, note which errors the student made or where they took longest. You can also run rounds by specific table: activate only the 7 times table, play for one minute, and see how they do. If a student consistently fails with the same table, you can focus practice there. It is more informative than a written exercise because the time pressure makes non-automatized results immediately visible.

For a first session with children just beginning to learn their times tables, we recommend: Solo mode, tables of 2, 5 and 10 (the easiest to automatize), Easy difficulty (factor up to 5), time per question of 15 seconds and total duration of 2 minutes. This gives enough time to think without creating anxiety, and the chosen tables have clear patterns that children tend to recognize quickly. As they progress, add more tables and reduce the time per question.