Document improved fluency by assigning a 1-minute RACE.

We have a feature that will allow you to assign a fluency test to all or some of your students. We call it a “1-minute RACE.”

To Assign a Fluency Test 1-Minute RACE:

1) Select the students to whom you want to assign the test RACE, or Select All.

2) Click on the orange Bulk Action button.

3) Pull down to “Assign 1-min RACE on next login.”

After doing that, in your dashboard you will see that the 1-minute race has been assigned on the next login. The next time those students login, they will be given the mission of doing a 1-minute race with ALL the facts in the Learning Track they are studying. They can skip facts they don’t know, by hitting the checkmark.

Here’s what the students experience.

A 1-minute test RACE is also automatically SCHEDULED after Sets A, i, R, and Z. See their latest results in Review Progress!

Assign a 1-minute RACE individually also–at any time you wish.

You can assign a 1-minute RACE at any time for specific individuals as well, using the green Individual Action button at the end of their row.

Export the test RACE results in spreadsheets.

Separate exports for results from RACEs you Assignfrom the RACEs that are Scheduled after working through some levels in the Online Game (After sets A, i, R, and Z).

See averages across your class or school.

Each spreadsheet will show the average for your class as a teacher or for the school in the account of the Subscription Manager or owner. There are separate averages for each Learning Track.

See trends over time.

You’ll see the improvement each student makes from the beginning after Set A to each of the subsequent tests RACES.

Rocket Math Wins Editors Choice Award From All Digital School

Rocket Math is pleased to announce that we have won the editor’s choice award in math programs from All Digital School (ADS). With so many turning to online education, Rocket Math has been uniquely positioned to grow and adapt to these changing times. Our program has helped thousands of students across the country to learn math efficiently and enjoyably. We’re glad that this hard work has paid off and are thrilled to be recognized for our efforts.

All Digital School is a digital educational resource platform that compiles educational materials and tools that students everywhere can use online. ADS was founded to help educators, parents, and students to find the best materials, websites, and tools available during the pandemic. Their goal is to help everyone receive the best possible learning experience, no matter where they live. ADS is committed to providing an accessible online community for teachers and parents, creating a space where fellow educators can compare notes and review resources. This valuable online education provider now has over 4000 active resource listings for students of all ages.

You can see the Rocket Math program page at ADS here.

Editors at ADS regularly review their listings and choose resources that stand out in their respective fields. In the most recent review of mathematics programs, Rocket Math was selected as a standout favorite and recognized with an editor’s choice award. This distinctive honor pushes us to work even harder and demonstrates our unwavering commitment to provide every student with the opportunity to master math facts.

About Rocket Math: For over a decade, Rocket Math has served as an educational resource that allows students to learn math quickly, thoroughly, and happily. Rocket Math stresses that all students can learn math and that students are motivated by seeing their own progress and success.

You want your middle-grade students to complete the pre-algebra math topics so they are ready to begin to study algebra in 8th or 9th grade. A disheartening number of middle-grade students have not memorized basic multiplication facts (times tables). Students must know multiplication facts to follow, absorb, and implement pre-algebra topics. How to teach multiplication facts to struggling students? How can a teacher help their struggling students learn multiplication facts when a lot of their students do not need to do that work?

Rocket Math Online Game includes learning tracks for pre-algebra skills as well as basic multiplication and division facts. Within the Rocket Math Online Game, teachers assign students the learning tracks that they most need.

Math Strategies for Struggling Students

Students who do not know their multiplication facts are constantly distracted from learning math strategies by having to stop and “figure out” basic facts. Every time they are asked to provide the answer to a multiplication fact, they have to turn their attention to working it out or looking it up. By the time they have gone through their process, they have lost the thread of the strategy they are supposed to be learning. The most important thing a math teacher can do for struggling math students is to help them bring math facts to automaticity. Then answering math fact questions no longer interferes with learning multi-step strategies for solving math problems.

Why Multiplication facts are Important to Learn Before Middle School Math

Many pre-algebra math topics assume students have a ready knowledge of multiplication facts to even understand. When I was a middle-grade teacher, my remedial students were unable to follow or understand topics such as Finding factor pairs, reducing fractions, equivalent fractions, converting fractions, unlike fractions, and so on. I realized that it was because they did not know basic multiplication facts. When I reduced 8/24 to ⅓ it was like magic because they did not quickly recognize the multiplication facts involved. They didn’t understand the concepts we were trying to learn because they did not see the relationships they were supposed to know. When I asked them to think of the factor pairs of 36 they were unable to find them all, no matter how much time I gave them. While students can do multi-digit multiplication problems using a times table chart, it does them no good in pre-algebra topics because it takes too long, even if they know what to look up. Now let’s look at how to teach multiplication to struggling students using Rocket Math Worksheets or Rocket Math Online Game.

How to Teach Multiplication to Struggling Students Using Rocket Math

Students who have not yet mastered multiplication facts are going to require a very effective teaching methodology to learn them. The haphazard, leave-it-up-to-the-student methods have already failed them. By now, these students lack confidence in their ability to learn the facts, so you need a sure-fire system.

Rocket Math is just such a system. Both the Worksheet Program and the Online Game systematically introduce students to the facts in a careful sequence that they can do. The Worksheet Program and Online Game ask students to memorize only two facts and their reverses at a time.

Students demonstrate mastery of those facts by answering them without hesitation. Then Rocket Math will add two more facts and their reverses. Small steps at a time, systematically the students can memorize the facts and answer them instantly from memory. If students practice every day, within a few weeks you’ll see a dramatic improvement in their recall of multiplication facts.

But what about the students who already know their multiplication facts? Rocket Math has something for them as well.

Rocket Math Programs for Advanced Students

Teachers can assign Rocket Math as a 10-minute warm-up or cool down for all their students whether they are behind or advanced. Rocket Math has several pre-algebra topics for those students who already know their multiplication facts. Each of these topics will help them do pre-algebra processes more fluently and to quickly recognize relationships that they have memorized.

When students initially learn about fractions they are often only shown proper fractions. As a result, they have a limited understanding of fractions and can be confused by improper fractions or mixed numbers. The Rocket Math programs (both Worksheet and Online) prevent this problem. From the start, we teach students using examples of both proper and improper fractions as well as whole numbers and mixed numbers. Students learn to identify over 90 different fractions quickly and easily by getting lots of practice. Their understanding of fractions will deepen and become more flexible as they learn to recognize many examples of fractions.

Students will memorize the most common equivalent fractions with this Rocket Math Learning Track. They will also learn to identify a number of fractions, such as 2/9, that do not “reduce” or for which there are no equivalent fractions in lower terms. Students also learn to recognize a fraction equal to 1 whole in its various forms. When students don’t instantly know the answer they are told the equivalent fraction and given practice on it. The computer gives help in the Online Game. Their partner gives that help in the Worksheet Program. By the end of the program, students will learn over 90 equivalent fractions. This gives students an excellent start on being able to manipulate fractions quickly and easily.

Students are required to “find the factors” when dealing with unlike fractions and reducing fractions. Rocket Math Worksheet and Online Game teach students how to find factor pairs. Students learn how to find all the factor pairs and what they all are for many common numbers. They also learn to identify prime numbers and their characteristic of having only one and themselves as factors. Students learn the factor pairs in order and know the “last” factor pair when they see it. When the game asks “What’s next?” students can provide the next pair of factors or click the checkmark to indicate there are no more factors. When students go through this Learning Track they will no longer hesitate when asked for the factors of common numbers.

Learning Track 16: Fraction & Decimal Equivalents

Common fraction and decimal equivalents should not require a laborious process to “figure out.” Students should just know these, so this Learning Track in the Online Game allows them to memorize a bunch of common decimal and fraction equivalents. Having a facility with a lot of fraction and decimal equivalents means faster computation as well as a way to check their process when manipulating fractions and decimals. Students also learn another essential pre-algebra skill that often confuses them. They learn to correctly and fluently translate a fraction into a division problem and vice-versa.

A Fact Family is an innovative way to group the learning of math facts. Some people are die-hard advocates of this way to learn facts. Yet students successfully learned math facts for decades without ever considering them as being composed of families. This blog discusses the pros and cons of learning with fact families.

What is a Fact Family

A fact family is a set of four math facts made with the same three numbers. The numbers 2, 3, and 5 can make a family of four facts: 2+3=5, 3+2=5, 5−3=2, 5−2=3. The numbers 2, 3, and 6 can make a different fact family: 2×3=6, 3×2=6, 6÷2=3, 6÷3=2.

Why are Fact Families Important?

Fact families help children see that adding and subtracting are the opposite of each other. Multiplication and Division fact families do the same. Learning fact families may help students develop more flexibility in their number sense.

Benefits of Thoroughly Learning a Single Operation at a Time

When it comes to memorizing math facts, students traditionally learn one operation at a time. They memorize only the Addition facts, typically in first grade. Not until later do students learn the concept of Subtraction, and then they begin memorizing Subtraction facts, usually in second grade. With Rocket Math, students will master Addition facts much better than most first graders. Students using Rocket Math will know Addition facts instantly without having to stop and think about them. When students have mastered Addition facts, an unusual thing happens when introduced to Subtraction. Students instantly recognize that the Subtraction facts are the opposite of those Addition facts they know so well, usually without even being told. This recognition does not typically happen in second grade with students who haven’t truly mastered Addition facts. Therefore teachers think they need to teach in fact families to get students to recognize the reciprocal nature of Addition and Subtraction.

Which Way is Better?

Only if students thoroughly master Addition facts, can they quickly recognize the reciprocal nature of Subtraction. Students find it easier when memorizing facts, to stick with Addition, rather than switching back and forth between adding and subtracting as is required by learning in fact families. They tend to memorize faster in single operations than they do in fact families. However, if students memorize in fact families, they will learn the reciprocal nature of the fact families right from the beginning. They may learn it more thoroughly. That may help them develop more flexibility in their number sense. So that’s not a bad thing.

How to Learn Math with Fact Families and Single Operations

Rocket Math offers separate Addition and Subtraction sequences, as well as fact family sequences. Both the Online Game and Worksheet Program provides these. If teachers (or their regular math curriculum) are wedded to fact families, they are available to use. Usually, the first fact families learned are Addition and Subtraction Fact Families through 10, then Fact Families from 11.

I would recommend beginning with learning the operations separately: learning Addition facts (1s to 9s) first, followed by Subtraction facts (1s to 9s). For some students, this may be all they have time to learn. If students have time, use Fact Families as a review. If the student has time, it would be beneficial and relatively easy for them to do Fact Families (+,-) to 10 and then Fact Families (+,-) from 11 afterward. Students will learn the facts more thoroughly, and the reciprocal nature of Addition and Subtraction will be deeply ingrained. This is quite simple in the Online Game, as it only involves switching the student to another Learning Track, and doesn’t require a new filing crate, as in the Worksheet Program.

Using Rocket Math to Teach Single Operations & Fact Families

Rocket Math offers separate Addition and Subtraction sequences, as well as fact family sequences through the Online Game and the Worksheet Program. For teachers looking to teach Addition and Subtraction math fact families, Rocket Math offers two sequences of Fact Families; the first, Fact Families to10 and the second, Fact Families from 11. For teachers looking to teach in separate operations, Rocket Math offers separate sequences for learning Addition facts (1s to 9s) first, followed by Subtraction facts (1s to 9s). If the operations are learned separately, fact families can be used as a review.

Learn three keys to knowing how to find factors and primes

We have added Factors and Primes to the Online Game. Learning Track #15 Factors & Primes is a dream come true for Dr. Don. Many middle grades students find that factoring and finding the GCF (Greatest Common Factor) is quite difficult. This learning track will make it easy. It accomplishes three key learning objectives at the same time.

(1) Recognizing the Primes.

Instead of just working on numbers with factors this Learning Track includes many prime numbers such as 7 in the illustration above. When a number is prime, the student is shown 1 x the number and asked “What’s next?” Then the student is to answer with the check mark indicating that number only has 1 and itself as factors–there are no more. These prime numbers appear again and again, giving the student lots of practice in remembering the primes and in remembering their key characteristic.

(2) Learning factors in order.

The game displays the factors with the lowest factor on the left and put them in order by that factor. (see the Factors of 12 above). The factors are always in this order, so students learn them in order. Notice that the last factors of 12 ends with 3 on the left and 4 on the right. The factors on the right go up from there up to 12. The key to knowing there are no more factors is when the next number down (in this case 4) is already showing in the list going up on the right. By seeing the factors always in this order, student can more easily learn them.

(3) Knowing when you’re done.

Sometimes we require students to indicate that all the factors have been listed. The Online Game will show all the factors and ask, “What’s next?” Students will know that there are no more factors because they have learned them in order. Students will then put a check mark to say this is the complete list. When figuring GCF it is essential to know when you have listed all the factors.

16 Learning Tracks in the Online Game

1. Addition 5. Fact Families (+, -) to 10 9. Multiplication 10s-11s-12s 2. Subtraction 6. Fact Families (+, -) from 11 10. Division 10s-11s-12s 3. Multiplication 7. Add to 20, example 13+6 11. Fact Families (x, ÷) to 20 4. Division 8. Subtract from 20, 18-5 12 Fact Families (x, ÷) from 21 13. Identifying Fractions 14. Equivalent Fractions 15. Primes & Factors16. Fraction & Decimal Equivalents

These effective math teaching strategies will help your students be more successful in learning math in your classroom. These are not the “cool, pedagogically-correct things” you can brag about in the teacher’s lounge or your master’s program classes, but they will improve math for the kids.

1. Help Students Memorize Math Facts

Once students know how to count out or figure out math facts, they are ready to begin memorizing the facts. After they memorize math facts, students can do math assignments quickly and learn math easily. It’s cruel to make them continue to figure out facts over and over again for months or years. Find and use a systematic method of memorizing math facts, so they have this tool at hand. There’s no magic bullet. Whatever you use needs to be systematic because it has to build gradually as students learn more and more of the facts. Any fact is easy to learn, but there are a lot of them, so that takes time.

Helping your students memorize math facts is like buying math power tools for them. It makes everything go quicker and much better. More gets done. Attitudes will improve. You don’t have to useRocket Math, but you should use something! You will change their trajectory in and attitude about math for years to come. Learn more about why memorization is one of the essential math teaching strategies.

2. Ensure Math Facts are Mastered Before Starting Computation

Kids love to go fast. They hate the drudgery of having to count out facts or look multiplication facts up in a table. Once they know facts instantly, they can rip through math computation–and enjoy math because they love to go fast.

Not knowing math facts interferes with learning computation.

Here’s another surprise. Memorizing math facts makes learning multi-digit computation easier. Students who’ve memorized math facts are not distracted by having to stop and figure out what is 14 minus 9. They know it, without having to stop and think about it. They can give more of their attention to the details of the computation process and learn them better and easier than before. Try getting all your students fluent on the operation and then teach computation AFTER they have acquired fluency. You will be astonished at how quickly they learn. Read more about how math fact memorization supports computation.

3. Teach Computation Procedures With Consistent Language

Learning the procedures to do computational math processes is just like learning to follow a recipe. Eventually, you learn the key ingredients and can do it without looking and can do variations. But in the beginning, you need the written recipe to follow. You also need to do it the same way a few times to learn it. Winging it and teaching math “improv style” will only frustrate students.

Use a script or a process chart to keep the instructions consistent.

No one can remember exactly the way you said it yesterday or last week, which is why you need a script or a process chart on the wall so you can show the students that you are doing it the same way as last time. Repetition helps, but only if you’re repeating the same steps in the same order with the same wording.

Students will become flexible in their understanding at their own rate and in their own time. You just keep being consistent, and eventually, all the students will have mastered the procedure. I know that “thinking flexibly” is very much in fashion, but your students will thank you for providing them mastery of this one method of solving this type of problem. Flexibility can come later. Read more about how consistent language is key to teaching computation procedures.

4. Teach One Method and Only One Method at a Time

To solve a given type of problem, do NOT follow the advice to teach multiple solutions at one time. Teach only one way to go at a time, until that is learned, before introducing variations. Multiple solution paths will confuse all but the most advanced students in your room. Just teach them one procedure that will work every time with that type of problem. Your students will thank you for it.

It’s far better to know only one way to get there than to get lost every time!

Learning math procedures is no different than learning how to get to someone’s house (before GPS). You want to go the same way every time, until you have learned it. If you go a different way every time you’ll just be confused. You can learn another way later, once you can get there reliably using one route, but before that, you cannot learn another route, because you’ll mix up steps from each route. Read more about why teaching one procedure at a time is one of the effective math teaching strategies.

5. Separate the Introduction of Similar Concepts

The classic example is teaching parallel and perpendicular on the same day. The two concepts have to do with the orientation of lines, and the new vocabulary terms for them are similar. So teaching them at the same time means some or many students will have the two terms confused for a long time. That is known as a chronic confusion–possibly permanent. They will know that the orientation of lines is one of those two terms, but will be confused about which is which.

Parallel vs. Perpendicular

For example: For this picture, you would ask the students.

A “Are the two lines in item A parallel or not parallel?” Ans: Not parallel.

B “Are the two lines in item B parallel or not parallel?” Ans: Parallel.

C “Are the two lines in item C parallel or not parallel?” Ans: Not parallel.

After a couple of weeks of this kind of practice, you could introduce perpendicular. Again teach it on its own and then contrast perpendicularly with non-examples until the vocabulary is clear.

Probably do that for a couple of weeks. Only then can you combine both terms in the same lesson.

Numerator vs. Denominators

Other examples abound in math. Teaching numerator and denominator in the same lesson is common. Teaching the terms proper fractions and improper fractions on the same day is another example. Acute and obtuse angles are yet another pair of chronically confusing concepts that are introduced simultaneously. Separate them in time, and you’ll be amazed at how much better students can learn these concepts. Learn more about how to successfully teach similar concepts separately.

6. Teach New Concepts Using Common Sense Names

Here’s an example of the problem. A brachistochrone (pictured here)is a curve between two points along which a body can move under gravity in a shorter time than for any other curve. Introducing this concept and the term brachistochrone at the same time would cause students difficulty learning it.

When Instruction is not working

If you watch instruction where the term and the concept have been taught simultaneously, confusion ensues when the teacher uses the term. Sometimes the teacher will notice students looking confused and give a thumbnail definition or example of the term, and the students will then remember. However, the teacher should then realize that the concept was not connected to the new vocabulary term.

Students can quickly understand and use new concepts and ideas in math if they don’t have to learn a new word for it. Using a common sense term, the idea or concept can be applied to real-world problems almost immediately. Students can later quite easily learn proper vocabulary terms for concepts they understand and recognize. Here’s an example.

The “shortest time curve.”

I would call a brachistochrone the “shortest time curve.”** Instruction would proceed with the, “Do you remember that ‘shortest time curve’ we talked about last week?” Students would easily be able to remember it. Instruction would go like this: “So ‘the shortest time curve’ has some other cool properties. What’s the primary thing we know about the ‘shortest time curve’?”Students would easily be able to answer this question.

Then after students have worked with the concept of “the shortest time curve” for a couple of weeks, you can add the vocabulary term to it. “By the way, the proper mathematical name for “the shortest time curve” is called a brachistochrone. Isn’t that cool?” Read more on how to teach new math concepts with common sense names.

**Actually, that’s what brachistochrone means in Greek: brakhistos, meaning shortest and khronos meaning time.

Learn More Effective Math Teaching Strategies with Rocket Math

Rocket Math Online Game and Rocket Math Worksheets Program are math teaching strategies that will work for any classroom. Use the Pre-Test worksheets to understand how fast your students can answer math facts and what level they are at. The Rocket Math Online Game will help students succeed in math by creating a fun and enjoyable way for them to learn.

Developing math fact fluency requires memorization and enables success in math

In case you have any doubt, every set of official recommendations about elementary math recognizes that children need to “know facts from memory,” which is to say recall. Memorization is required to develop math fact fluency or easy, automatic recall. Teaching math fact fluency is necessary, of course, for fluent computation. Math fact fluency is also required for understanding and manipulating fractions. Instant recall of math facts is required to be able to recognize when the calculator is not showing the right answer. How students should learn facts, and when they should begin the process is not as well understood.

What Students must know before beginning to memorize math facts

Students need to understand the operation, whether it is addition, subtraction, multiplication, or division, before they begin to memorize the math facts in that operation. What does it mean to say a student “understands” an operation? It means that given some time, they can figure out the answer to a math fact problem in that operation. A student who can add 8 and 7 and get the answer of 15 by drawing lines or counting on their fingers understands the operation. A student who can add 6 five times to get 30 understands multiplication well enough to begin learning answers. Really if you think about math facts, there are only two things to know: how to figure it out and what the answer is. Once students can “figure it out,” then all that’s left is memorizing the answer, so they don’t have to keep figuring it out over and over!

What students do NOT need to know before beginning memorization

There is a very widespread belief that students must play around with math facts before they begin memorization. That they need to experience a variety of ways of figuring out facts. Or that they need to first learn relationships among facts, like the doubles or doubles plus one. It is believed they need to do these before they begin memorization. Yes, done poorly, timed tests of ALL the facts without a program of instruction, is bad for students. Timed tests without learning results in students reconfirming their worst fears, that they are “bad at math.” That is counter-productive. We want students to develop confidence in their ability to learn and do the math. But do they need to play a lot of games or spend a lot of time figuring out math facts? Maybe not.

Experimental Research has NEVER Shown the Necessity of Games.

Some advocates suggest that students must learn how to figure out facts “efficiently” before beginning memorization. But there is no cognitive difference between being able to figure out a fact efficiently or inefficiently. John A. Van de Walle, an author of “developmental” and “student-centered” math textbooks, is quite emphatic. He says,”Do not subject any student to fact drills unless the student has developed an efficient strategy for the facts included in the drill. … Drill prior to development of efficient methods is simply a waste of precious instructional time,” (Van de Walle, John A. Elementary and Middle School Math).

It is a bold claim, but not one that is backed up by any experimental evidence. Proponents like Van de Walle often cite “research” to “prove” that students must explore and play with numbers before memorization can begin. The “research” citations are not experimental studies with control groups. They are simply recommendations or observations of what students do when they try to memorize on their own.

It is true that if there is no systematic instruction, students will start finding ways to remember facts on their own. These little techniques are not bad in themselves but are abandoned when students finally learn the facts. When you can instantly recall the answer to a fact, you know it without going through any intervening thought. In fact, there’s no time for that. If you know that 8 plus 9 is 17 in a straight recall, instantly, you don’t need anything else. You no longer benefit from thinking through that “8 plus 8 is 16 and since 8 plus 9 is one more, the answer is one more than 16 or 17.”

Real research into teaching math fact fluency is desperately needed.

An interesting experiment, that has never been done, would be to put randomly selected students into two groups after they had learned how to figure out an operation. One group could do these various non-rote, playing with numbers activities. That play-time would be followed with a program of memorization of math facts. The second group would go ahead with the program of memorization without bothering with all exploratory activities. Rocket Math would gladly fund such a research study and provide the math facts practice materials to do it. Seriously, which group do you think would have learned the facts soonest?

Common Non-Rote Activities that Just Waste Time

Dice.

The various types of activities that have students roll dice and add numbers together are usually a waste of time. Generally, most of the students are not doing math at all; they are just watching. The ones who are doing math, are just practicing figuring out the facts–but that’s something they already knew.

Cards.

Some recommendations include having children play cards–hoping they will learn more about numbers by doing that. If you don’t know math facts, you will find playing most card games that involve combinations to be difficult. You might start trying to remember some common combinations on your own. That does not help you memorize facts any faster, however.

Combinations.

One popular idea is having students make up combinations of numbers that add up to ten. Here’s an example of one version. Use a large dice and a whiteboard with a blank number bond drawn on it. Put the number 10 in the middle circle, and tell the students that you are going to make a number bond that equals 10. Roll the dice, and whatever number comes up, it goes into the top circle. The students then have to decide what number goes in the bottom circle to complete the bond.

Here is another variation of the same thing. Set up three hula hoops in the yard. Take ten students at a time and roll the dice. Four of them moved into one hula hoop and the other six crowded into the other. Then have them get back together as a group of ten. Roll the dice again, and then have them split into two pairs again. It may take several rounds of this moving in variations of 10 before the students “get it.”

No time left to teach math fact fluency.

These activities take up a lot of valuable instructional time, to no clear end. The real result of these recommended activities is that teachers NEVER get enough time to work on memorization of facts. In the United States, a huge percentage of our children are not fluent in math facts or computation or the prerequisite skills for algebra. These games and activities waste the time needed to actually develop math fact fluency.

How to Improve Math Fact Fluency with Rote Learning

Students can only memorize a few facts at a time. Almost no one can memorize ten similar facts at the same time. Instruction must introduce a careful sequence of a few facts at a time, followed by plenty of practice. Well-designed instruction makes memorization easy. Students can instantly recall the answers to facts they have committed to long-term memory. Facts introduced too quickly can overwhelm a student’s memory capacity. The task requires a steady process of accumulating these facts over several weeks. Students learn at a pace based on their ability. Everyone can memorize the facts, but just not all at the same speed. Everyone can do rote learning, but it takes time and patient practice.

How to Get Kids to Memorize Math Facts (And Love Doing It!)

There isn’t anything less intrinsically interesting than learning math facts. However, students and teachers commonly tell me that “doing Rocket Math” is their favorite time of the day. Why is that? Both the Rocket Math worksheets and the new Online Game are designed to carefully introduce facts at a rate based on student learning. Students are continuously successful and are not overwhelmed.

A second reason students love Rocket Math are its built-in milestones. As they achieve them, students can recognize the progress they are making. Students love feeling themselves achieving mastery–it is fun. They know they are in school to learn, and they love it when they can tell that they are learning. Far from being harmful, learning math facts can help build the self-esteem of all students. Not to mention making math easier in the long run. Don’t let anyone tell you that you have to postpone this important aspect of your students’ education.

**Nor do the proponents of these various math activities and games say which grades should do these and which ones should stop playing games and get to memorizing. Consequently, many teachers keep doing these games all the way through elementary school and never do get around to the memorization part.

20 years of Rocket Math shows that going straight to memorization works fine

Teachers have been using, and students have been learning from Rocket Math for over 20 years, without first doing these games, and not having any problems. You can too. Try it for yourself and see. We have a 60-day free trial of Rocket Math Online Game. Call us if you need an extension.

Our 20-minute “Battery Down” forced break is a feature not a bug! Slamming through these facts at the rate of 3 seconds apiece (or less as they go faster) is very INTENSE. Students will do this game for a couple of hours at a time if you let them. But, here’s the problem. They will only do it for a couple of days, and then they will just wear out. They just won’t want to do it anymore. We don’t want them to lose their enthusiasm, so…….

After five minutes of play, up comes this screen (to the left). We say the battery is down and will need at least 20 minutes to “recharge.” The countdown timer shows the amount of time left until the student’s break is over. The student has to take at least a 20 minute break. We want them to do a little practice a couple of times a day, but spaced out over a month or two. The it takes for them to get through an operation, (the longer this is spaced out) the longer they will retain the information. And they need to know these facts for a lifetime! So a little bit each day is far better than sitting down for long periods of time until they are sick of it.

We purposely planned for your students to end a session anxious to play again.

Yes, they may complain that they have to stop, but that ensures that they will want to come back again later. You want them to end their sessions wanting to play more. That’s how you can get them to play and practice, time after time, day after day until they reach Level Z. That’s how we win and that’s how they win! before the forced break.

You can now increase play time to ten or 15 minutes, but should you? Only if they still LOVE it!

After years of game play lasting only five minutes at a time (under pressure from customers) Dr. Don allowed a change. We added a feature to allow you, the parent or teacher, to adjust student play time UP to ten or even 15 minutes. The option is found under on both the orange bulk Actions button and the Individual Action button.

But with this freedom comes a great responsibility. You have to make sure they are still enjoying playing! If you increase the time, you have to make sure they are not getting tired of playing! The minute you hear a student moan or groan or complain, please move them back to 5 minutes! Seriously!! The first time anyone complains, move them back to 5 minutes. And anyone else who does it, move them too. They can learn just fine only working five minutes at a stretch!

Remember, you want them to practice at home also, which they won’t do if they are getting sick of it. You want them to practice the whole time they are assigned to do it–and they won’t do that if they aren’t motivated to keep going. So you better be sure if you move them up to ten or fifteen minutes.

The rapid speed required to answer our Online Game is a feature, not a bug.

You can change how fast the student has to answer, but you probably should not. The main goal of Rocket Math is for students to commit facts to memory, to be able to answer them instantly, from recall. That is called “automaticity.” It is the point of Rocket Math.

Recall is instantaneous, but “figuring out” is not.

The fast pace (3 seconds to input an answer) means students don’t have time to count on their fingers or to “figure out” a fact–they just have to remember it. If they don’t remember, then the game gives them a LOT of practice on only a couple of facts, until they do remember them. That is exactly the point of the game. The game gives more practice through having students start parts over when they are not able to answer quickly.

We want them to stop having to “figure out” facts and just remember the answer. If the students are not used to “recalling” facts they will think that the game is just “too fast” for them. If they keep playing and learning, after a bunch of repetitions, they will be able to remember the fact. These days students are NOT asked to memorize anywhere else. Today’s students are unaccustomed to having to repeat things over and over to commit them to memory. Almost everyone can do it, but it takes more practice than many students are used to doing. Consider the Toughness Certificate [located in the Online Game’s main navigation bar] for those who can overcome their frustration at having to start over.

The danger in slowing the game down for most students. If you let students play at the slower speeds they may never use “recall” and instead may figure out the facts over and over. Until I realized the difference, I allowed my students to take their time to figure out facts. Many of my students never committed facts to memory all year long! If, as we do in Rocket Math, you only ask them to remember two facts and their reverses at a time, everyone can remember two facts. It takes just a few minutes to realize that they can, in fact, remember that answer instantaneously. Once they use recall, they remember the answer in less than a second, and then three seconds to input it, is quite doable. If you slow down the game speed, they may NEVER realize they can remember the fact, instead of figuring it out each time.

Only if their difficulty score is over 3.0 do they need an adjustment made. Their difficulty score, shown on the Review Progress screen [Top of Main Navigation bar] tells you whether or not the game is too fast for them.

We expect students have to start over at least once per phase, which gives them a difficulty score of 1.0. Even having to start over, on average, twice per phase is not too much–giving a difficulty score of 2.0.

[If you sort your class based on their difficulty scores you can see a display like the one in this picture.]

Any difficulty score under 3.0 means the student has to start over on average fewer than 3 times for each part passed. That is not too difficult. Students may not be accustomed to repeating anything, but it is not a real burden. On the other hand, you may find some students have difficulty scores under 1.0 and Rocket Math is very easy for them.

Only students with difficulty scores over 3.0 should be considered for a speed change–and then only if you know they require some kind of accommodation. On the other hand, students with difficulty scores under 0.1 should be challenged to take on the Faster speed!

Here’s where you can make the change. Go to the green “Individual Action” button at the right end of each student’s row. Click on “Change Game Speed.” The popup gives you the choices of Fast, Normal, Slow and Slowest.

The options for speed are:

Normal, at 3 seconds to answer (double that for two digit answers)

Slow, at 4.5 seconds to answer per digit

Slowest, at 6 seconds to answer per digit

Fast, at 2.25 seconds to answer per digit

Here you can see different students showing different speeds of play.

The group “The Who” was correct when it comes to kids writing their numbers backwards: The kids are alright. Children writing their numbers backwards is not something to worry about. It is natural and expected. With instruction and encouragement, children can learn to write their numbers correctly with ease.

Why Do Kids Write Numbers Backwards?

For the first several years of our lives, we learn that “orientation-in-space” does not change an object’s identity. Turn a chair any which way, and it is still a chair. We learn this lesson well enough that we stop paying attention to an object’s orientation in space.

So it is not surprising that kids sometimes write their numbers backwards. It would be more surprising if they never did.. Students need to learn to write certain symbols to face a certain direction.

What Does it Mean When Kids Write Numbers Backwards?

When children write their numbers backwards, they are mirror writing – writing letters or numbers backwards or upside down. They need to learn that while a chair may be mirrored and is still a chair, a 7 mirrored is no longer a 7.

Is It Normal for a Child To Write Numbers Backwards?

It’s perfectly normal for kids to write numbers backwards. Some kids will even write from right to left reversing all their numbers. It’s important for children to learn how numbers face, but don’t stop your kid from writing this way or make them correct it. It will take time and gentle reminders.

Is Writing Numbers Backwards a Sign of Dyslexia?

Writing numbers backwards isn’t a sign of dyslexia. Dyslexia is a reading disorder that involves problems identifying speech sounds and how they relate to letters and words. Writing backwards is a sign of not learning which way symbols face.

It’s common, however, for students with difficulties learning to read to continue reversing their letters such as b and d. Reversing “b” and “d” has the same cause as writing numbers backwards: learning that orientation in space does matter. However, when it comes to “b” and “d,” the reversal isn’t just “backwards.” So the distinction between b and d is somewhat harder for children to learn. Students who have problems with phonemic awareness will find it harder to remember which is which. But, even children with dyslexia can learn to read, it just takes more focused instruction.

Do Kids Grow Out of Writing Numbers Backwards?

It’s important for children to learn to write symbols in a certain way and why by a teacher and or parents. It helps to have someone tell them when they have written a number backwards and to reinforce them when they get it right. Some children notice this without much prompting, so we say they “grew” out of it. But really, they just learned it on their own. If you want them to be successful, don’t hesitate to help them learn to write their letters and numbers correctly. Be nice and supportive, but do give clear information.

How Can I Help My Child If They are Writing Numbers Backwards?

The best way to help is to make an example of “the way it is supposed to face” on any paper before your child starts working. Say something like, “Be sure to make all your sevens face this way.” Your child can then check each time he or she writes the number to make sure they are making it face the same way as your example.

By the way, writing “7” a hundred times won’t help because after the first one it is just doing the same thing over and over. The issue is remembering which way it has to face when you write it. So having it available as a reference means your child has to remember, “Oops. Which way does a seven face? Oh, that’s how it faces. Hey! I got it right!”

Another powerful way to help is to notice when they write their numbers the right way and congratulate them. “Wow! All your sevens on this page are facing the right way. Way to go! You are really learning this.” If you are impressed by their learning, they will be motivated to keep remembering and it will boost their self-esteem.

When is it time to Talk to Their Teacher?

If you notice your child is frustrated after school when they were trying to write their numbers, you can bring it up with the teacher at the conference time. Ask them if they are giving your child an example of how to write the number to look at when writing their numbers. But, other than consistently helping your child learn the arbitrary rule about which way certain numbers face, there is nothing else the teacher can or should do. Please don’t ask them to “test” your child for dyslexia on account of these backward numbers.

How Can Rocket Math Help?

Rocket Math offers worksheets that may help your child learn how to write their numerals correctly. Each worksheet focuses on a group of numbers to show children how to write their numbers in the right direction and with the right form. Learning to write numbers correctly takes time, patience, and encouragement from teachers and parents.