How to Easily Memorize the Multiplication Table

Purely Persistent - GED and HiSET Prep
19 Apr 202106:38

Summary

TLDRIn this educational video, Michelle from Purely Persistent shares several multiplication chart hacks to make memorization more manageable. She simplifies the process by demonstrating tricks for easy calculations, such as doubling for the tens and elevens, and counting by twos and threes. Michelle introduces a unique finger method for multiplying by nines and uses note cards for memorizing challenging combinations like six times seven. She emphasizes practice and the utility of a calculator for complex problems, encouraging viewers to be persistent in mastering multiplication and division.

Takeaways

  • πŸ“Š Multiplication charts can be overwhelming, but there are hacks to simplify them.
  • ✏️ Multiplication with 1 and 10 is straightforward; 1 times any number is that number, and 10 times any number simply adds a zero.
  • πŸ“– Multiplying by 11 is easy by doubling the number (e.g., 2 x 11 = 22).
  • πŸ–© If numbers get difficult, it's okay to use a calculator.
  • ✌️ Multiplying by 2 is simple and results in even numbers, and multiplying by 4 is just doubling the result of 2.
  • πŸ”’ Counting by 3s (3, 6, 9, 12...) makes multiplying by 3 easier.
  • 🧠 A trick for multiplying by 12 is to break it down: multiply by 10 and then by 2, and add the results.
  • πŸ– A finger trick for multiplying by 9 involves folding down a finger to get the answer.
  • πŸƒ Square numbers (e.g., 6 x 6 = 36) are usually familiar, and knowing them helps reduce the complexity of the chart.
  • πŸ“š Using flashcards for the most challenging problems (e.g., 6 x 7, 6 x 8, 7 x 8) helps reinforce learning.

Q & A

  • What is the main purpose of the video?

    -The main purpose of the video is to share hacks to make the multiplication chart more manageable and to help viewers realize they know more than they think.

  • How does the video suggest simplifying the multiplication of numbers ending in one?

    -For numbers ending in one, the video suggests doubling the number to get the product, such as 1 times 1 is 11, and 2 times 11 is 22.

  • What strategy does the video recommend for multiplying by tens?

    -For multiplying by tens, the video states that it's easy because the product is the number itself followed by a zero, like 10 times 1 is 10 and 10 times 2 is 20.

  • What is the suggested method for handling multiplication of numbers that are difficult to remember?

    -For difficult multiplications, the video recommends using a calculator as a helpful tool.

  • How does the video make multiplying by twos easier?

    -The video suggests that if you can count by twos, then multiplying by twos is easier, and the products will always be even numbers.

  • What trick does the video provide for multiplying by fours?

    -The video suggests that if you can do twos, then you can do fours by simply multiplying the product of twos by two.

  • What is the trick mentioned in the video for multiplying by twelves?

    -The video provides a trick for multiplying by twelves by first multiplying by tens and then by twos, and then adding the two products together.

  • How does the video help with multiplying by nines?

    -The video demonstrates a finger-tucking method to help with multiplying by nines, where you tuck in the corresponding finger to represent the multiplier and count the remaining fingers to get the product.

  • What note card strategy does the video suggest for memorizing difficult multiplications?

    -The video suggests creating note cards with multiplication problems on one side and their solutions on the other, to help memorize and quiz oneself on difficult multiplications.

  • How does the video connect multiplication with division?

    -The video implies that if you have a good grasp of multiplication, you inherently have a grasp of division, as they are inverse operations.

  • What is the final advice given in the video for improving multiplication skills?

    -The video advises to practice with note cards repeatedly and to use a calculator when numbers get too big, emphasizing the importance of being persistent in learning.

Outlines

00:00

πŸ“Š Mastering Multiplication with Hacks and Tricks

In this video, the host Michelle introduces viewers to various strategies to simplify the daunting task of memorizing a 12x12 multiplication chart. She begins by highlighting the ease of multiplying by one and by tens, then moves on to trickier numbers like elevens, where doubling the number gives the product. For more complex products, she suggests using a calculator. The video also covers counting by twos and threes to simplify multiplication, and provides a trick for multiplying by twelves by breaking it down into tens and twos. Michelle encourages viewers to use these methods to enhance their multiplication skills and offers a trick for multiplying by nines using hand gestures. The video concludes with a strategy for dealing with more challenging products by creating note cards for memorization.

05:12

πŸ“ Reinforcing Multiplication Skills with Note Cards

In the second paragraph, the focus shifts to reinforcing multiplication skills through the use of note cards. The host demonstrates how to use these cards to quiz oneself on multiplication facts, such as six times seven equals forty-two. She emphasizes the importance of practice, suggesting that viewers use these cards in everyday situations like waiting in line at the grocery store. The video ends with a reminder of the utility of calculators for large numbers and an invitation for viewers to share their own math hacks. The host encourages persistence and ends the video on a positive note, wishing viewers a beautiful day and reiterating the channel's theme of 'purely persistent'.

Mindmap

Keywords

πŸ’‘Multiplication Chart

A multiplication chart, also known as a times table, is a mathematical tool used to help memorize the products of multiplication for numbers typically from 1 to 12. In the video, the multiplication chart is presented as a potentially overwhelming tool but is then broken down into manageable parts using various 'hacks' to make memorization easier. The video aims to demystify the chart by teaching viewers how to calculate products more intuitively.

πŸ’‘Hacks

In the context of the video, 'hacks' refer to shortcuts or tricks that simplify the process of memorizing or calculating multiplication facts. The presenter shares several hacks, such as doubling a number to find multiples of eleven or using the fingers to calculate products of nine, making the multiplication chart more accessible and less daunting.

πŸ’‘Counting by Twos

Counting by twos is a method of counting in increments of two, which is used in the video to simplify the memorization of multiplication facts for the number two. By counting in this way, one can easily determine that two times two is four, and then by doubling that result, two times four becomes eight, and so on. This method is used to illustrate how multiplication can be approached in a more intuitive manner.

πŸ’‘Even Numbers

Even numbers are integers divisible by two, resulting in no remainder. In the video, the concept of even numbers is tied to the multiplication of the number two, where the presenter explains that the products of multiplying any number by two will always be even. This is used to reinforce the pattern and predictability of multiplication results.

πŸ’‘Counting by Threes

Similar to counting by twos, counting by threes is a method of counting in increments of three. The video uses this technique to help viewers understand the pattern in the multiplication of the number three, such as three times one being three, three times two being six, and so on, up to three times twelve being thirty-six.

πŸ’‘Note Cards

Note cards are small pieces of card or paper used for memorization purposes. In the video, the presenter suggests using note cards to write down difficult multiplication facts, such as six times seven equals forty-two, to help with memorization. The note cards are then used for self-quizzing, which is a practical application of the memorization technique discussed.

πŸ’‘Practice

Practice, as mentioned in the video, is the act of repeatedly performing an activity to improve at it. The presenter encourages viewers to practice their multiplication skills using the note cards and the various hacks shared throughout the video. Practice is emphasized as a key component in mastering the multiplication chart.

πŸ’‘Calculator

A calculator is an electronic device used to perform calculations. In the video, the presenter mentions using a calculator as a backup tool when the multiplication facts become too complex or when one needs a quick check for accuracy. This highlights the balance between learning mathematical skills and utilizing technology for assistance.

πŸ’‘Division

Division is the mathematical operation of splitting a number into a number of equal parts. The video connects multiplication and division by stating that mastering multiplication inherently helps with division, as they are inverse operations. For example, if one knows that six times seven is forty-two, they can also deduce that forty-two divided by six is seven.

πŸ’‘Persistence

Persistence is the quality of continuing despite difficulties. The video's title, 'Purely Persistent,' and the presenter's encouragement to 'be purely persistent' emphasize the importance of maintaining effort and not giving up when faced with challenges, such as mastering the multiplication chart.

Highlights

The video shares several hacks to make the multiplication chart more manageable.

One times any number is easy to remember as it equals the number itself.

Tens are straightforward: ten times one is ten, ten times two is twenty.

Elevens follow a simple pattern: double the number to find the product.

For more complex products, using a calculator is recommended.

The pattern for twos is to count by twos, making multiplication easier.

Fours are similar to twos, just multiply the product of twos by two.

Threes can be challenging, but counting by threes helps in memorizing the products.

A trick for multiplying by twelves involves breaking it down into tens and twos.

For nines, a finger-counting method is introduced to find the product.

Squared numbers or a number times itself are generally known and easy to calculate.

Many products are symmetrical, such as six times seven and seven times six.

Note cards can be used to memorize difficult multiplication facts.

Practicing multiplication with note cards can be done in everyday situations like at the grocery store.

The video emphasizes the importance of practice for mastering multiplication.

The video concludes with a reminder that if you know multiplication, division is also understood.

The host encourages viewers to comment with their own math hacks.

The video ends with a motivational note to be purely persistent.

Transcripts

play00:01

have you ever been overwhelmed by

play00:03

a multiplication chart i mean 144

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numbers a bit overwhelming 12 times 12

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oh my goodness well in this video here

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today i'm going to share with you

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several hacks to make this

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multiplication chart

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a bit more manageable and actually you

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probably know more than you think you do

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welcome to purely persistent i'm

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michelle

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okay so here's just a standard

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multiplication chart that i printed

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so let's go over this everybody knows

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one

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times any number right so one times one

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is one one times two is two

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easy peasy and same going the other way

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our tens we've got that ten times one is

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ten

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ten times two is twenty it's easy

play00:56

now the elevens are also just as easy

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because

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one times one is eleven two times

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eleven is twenty-two you just double the

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number

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and on these ones here that get a little

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bit harder just use a calculator

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all right we've got our fives down 5 10

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15

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20 25 30 35 40.

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[Music]

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okay twos times one is two

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two times two is four this seems to be

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one that if you can count by twos which

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i'm sure you can are much

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easier and they're always going to be

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even numbers right

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now if you can do twos then you can do

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fours

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you just multiply it by two so

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two times three is six multiply that by

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two

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and we get twelve so fours

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are pretty much like the twos

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now threes here can be a little bit

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challenging but if you can count by

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threes

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3 6 9 12

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and you can get a hang of it more like

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look at this we have covered so much of

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this board

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now if you'd like to see more videos

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like this definitely give it a big

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thumbs up now here's a trick for 12.

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let's say i want to go 12 times

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5 well i can just basically take

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10 times 5 which i know is really easy

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50 and then 2 times 5

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which is 10. so my answer is 60.

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so really with your 12s just take 10

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times the number which is easy and 2

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times the number which is easy and then

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add them up together

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but then of course you can always use

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your handy calculator

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so there goes the twelves

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to do the nines i want you to put your

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hands just like this

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now let's say i need to go nine times

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four tuck in your fourth finger

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and the answer is forty five

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let's try another one nine times seven

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put in your seventh finger and we have

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six

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d3 now notice that all these numbers

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added up together

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do equal nine but let's try another one

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nine times two

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we have one and eight so the answer is

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eighteen nine times nine tuck in the

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ninth finger

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we have eighty one

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now whoever said we couldn't multiply

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using our fingers

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there go the nines

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nine times eight is really blue because

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it's an

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old seventy-two now most people tend to

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know

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what a number squared is or a number

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times itself so here

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six times six is thirty-six seven times

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seven is forty-nine

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eight times eight is sixty-four i

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dropped eight

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and eight on the floor picked it up now

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at sixty-four

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now we started with this whole thing 144

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and look now we only have one

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two three four five six

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but wait isn't six times seven

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forty-two and seven times six

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forty-two notice

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we can get rid of a couple more because

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six times seven is the same thing as

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seven times six

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eight times seven is eight times six

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so really most of these

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you understand and you got these

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except for these three right here so

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we're going to make note cards

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[Music]

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all right six times

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seven flip it over

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forty-two

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and now i take these note cards and quiz

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myself quick six times seven

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forty-two six times eight forty-eight

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seven times eight

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fifty-six i hope that this

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multiplication

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chart with our couple little note cards

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really helps you

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and makes you a little bit more

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confident in your multiplication

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now remember if you have multiplication

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down you've got division down too

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now if the numbers get too big remember

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you have your trusty calculator that is

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always there to help you comment below

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if you have any

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multiplication addition subtraction or

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any math hacks

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that can help us out thank you for

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sticking to the end of the video i hope

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that you have a beautiful day

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and remember to be purely persistent

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okay some of these are going to take a

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bit of work you're going to have to use

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these little note cards

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and practice over and over and over

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maybe practice at the grocery store when

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you're in line

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you know instead of pulling out your

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phone and texting maybe

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do your little cards first quickly and

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then do your texting

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Multiplication HacksMath TricksEducational TipsLearning ToolsMathematics HelpMemory TechniquesCalculation SkillsNumber PatternsEducational ContentMath Practice