﻿- Hey guys, welcome to this video. My name's Ron White. I'm a two-time USA memory champion.
In this video, if you are a parent and you're trying to teach your children how to memorize the
multiplication tables, I'm gonna walk you through exactly how I do this when I'm trying to teach
someone their multiplication tables. By the way, if you enjoy my teaching style
and if you want to get my Black Belt Memory Course, which is gonna help not just with
multiplication tables, but remember what you read, studying for a test, learning foreign languages,
memorizing anything to get better grades as a student, click the link down below on the
description, get my free memory gift and find out about my Black Belt Memory Course. Now let's talk
about how to memorize multiplication tables. If you're working with your child or a student
on how to memorize this, it can be daunting. They look at that and they see a 10 by 10 grid.
They're like, "Oh, there's a hundred, "10 by 10 that's a hundred different possibilities there,
"I gotta memorize them. "How am I ever gonna do this?" Well, when we break this
down, it's really not as daunting as it seems, let's take the first one for example. The ones,
you don't really have to memorize those, do you? Because one times any number is the number,
one times eight is eight. One times nine is nine. So, we can kind of cross those off our list.
And boom, now we're down to a nine by nine grid here. Now, how do we learn the twos? Now the twos
are just a multiplication problem. Two times two is two plus two. If I'm working with a student,
I would say what's two times three? And I would have them understand that two times three is the
same as three plus three, two times four is the same as four plus four, two times five is the same
as five plus five. And have them say that and have them understand that. Really you want a student to
understand the numbers. You're not wanting them to memorize it, have them understand that two times
six is six plus six, two times seven is seven plus seven. This is something about the twos. Then
after they do that have them count by twos. After they really understand that two times four is four
plus four and you've got them understanding that, then have them count by twos, two, four, six,
eight, 10, 12, 14, 16, 18 20 when they can count by twos and understand that two times five is five
plus five. The twos are so easy to learn. So, the ones and the twos are so easy to learn. So,
now we can cross off all of those, now, right there we are down to a smaller square that we're
trying to memorize. Now, we're onto the threes. How would I teach a child to memorize the threes?
I use the plus three strategy. So, three plus three is six. And then I would say to the child,
plus three and they would say nine. Then I would say plus three. And they would say 12,
plus three and they would say 15. I would say plus three and they would say 18, plus three and then
they would say 21, plus three and they would say 24, plus three and they would say 27. Once you
can get them to see the plus three strategy, you're just adding three to the last one,
have them understand it. Remember understanding is the key here. Then once they understand that,
then do the counting real fast again. Three, six, nine, 12, 15, 18 21, 24, 27,
30, have them do the counting fast. And then they've mastered the threes.
I always like to just have a middle ground test there and say what's three times five
then? And they will say 15, 'cause the fives are easy. The fives always end in a zero or a five.
Now, you can cross out all the threes. Now, you've crossed off all the ones, all the twos, all the
threes. And now you're down to a six by six square here. This isn't really that daunting if you break
it down this way. How to learn the fours. I do it the same strategy as how to learn the threes.
I do this with a plus four strategy. I say what's four plus four? They say eight, plus four, 12,
plus four, 16, plus four, 20, plus 4, 24, plus 4, 28, plus 4, 32, plus 4, 36. Have them understand
that you're adding four each time. And then once they've gotten real good at that,
then maybe you can say, "Hey, can you count by fours?" Four, eight, 12, 16, 20 24, 28, 32, 36,
40. Then I will just sometimes randomly throw in there. What's four times five. And they'll say 20,
because again that's an easy one. It's either gonna end in a zero or it's gonna end in a five.
I like knocking the fives out of the way. Why do I doing that so much. Well, you're gonna
see here in a minute. Now we've crossed off the ones, the twos, the threes and the fours. Now,
we're down to a little bitty five by five section there. And again, we're onto the fives right now,
right? The fives are easy. Anybody can count by fives, five, 10, 15, 20, 25, 30, 35, 40, 45,
50. Matter of fact have them count by fives. And here is the thing that you can tell your
student to check their work. The odds, one, three, five, seven, nine, they're all gonna end in five.
The evens, two, four, six, eight, 10. They're all gonna end in zero. So, all the odds end in five,
all the evens end in zero. Five times six is 30, five times eight is 40. Five times 10 is 50. And
again, I'll always go back to the middle one. Five times five is 25 and then just have them count by
fives. And once they do that, they've knocked the fives out. You're gonna see that counting by twos,
counting by threes is something that can ingrain that pattern in their mind. They can recognize it,
but I always like to do the plus three strategy or plus four strategy, so they can see you're just
adding that number to get the next number. And again, I'll always say what's five times five,
'cause it's the middle one, 25. Once you've done that, you've really, the ones were easy, the twos
were easy, the threes were easy. The fours were easy. The fives are easy. Now, we are down to
a four by four square here and this is all we have to memorize now. How do you learn the nines? Nines
are there's a little bit of a trick to them that's kind of cool. If you do nine times one,
you've got nine, right? And I zero nine there, but let's look at the next one. Nine times two is 18.
Well what's one plus eight? It's nine. Nine times three is 27. Well what's two plus
seven? It's nine. The answer in a multiplication problem when you multiply a number by nine,
the digits add up to nine. Nine times four is 36. What's three plus six it's nine. In other
words if your student is multiplying nine times four and they get an answer where the two digits
don't add up to nine, they've done the math wrong. So, tell them this is a way to check their work.
Nine times five is 45, four plus five is nine, nine times six is 54, five plus four is nine,
nine times seven is 63, six plus three is nine, nine times eight is 72, seven plus two is nine,
nine times nine is 81, eight plus one is nine and nine times 10 is 90 and nine plus zero is
nine. Now, I'm gonna show you another thing here on the nines. Look at this nine times two is 18.
The answer is always gonna be one less than what you multiplied nine by. You multiplied
nine by two. What's gonna be one less? It's gonna start with a one. You multiplied nine times three.
What's one less than three? It's two. Nine times four. What's one less than four? It's three. It's
always, the answer's always gonna start with one less than whatever you multiplied by nine. Nine
times seven is 63. What is one less than seven? It's six. So, you know it's gonna start with
six. Now, what else do you know? You know that it's always gonna add up to be nine,
six plus three is nine, nine times eight is 72. Eight, what's one less than eight? It's seven.
What do you need to add to seven to equal nine? A two. It's 72. So, nines are real easy whenever
you understand that the answers always gonna add up to nine. So, now you've crossed off the nines
and now you're down to a three by three square here. This is really all you gotta memorize. Now,
people find the squares of numbers sometimes easy. Six times six is 36,
seven times seven is 49, eight times eight is 64. For whatever reason people just tend to, kids
tend to get those and understand those quicker. So, now we're are left with six answers here,
but three or six different squares, but that's just three different multiplication problems.
You have seven times six, you gotta learn, it's 42. You've gotta learn that six times eight is
48 and you have to learn that seven times eight is 56. So, really those last three,
are really the only three challenging ones. But here's the deal. If you're trying to teach a
student how to memorize the multiplication tables, break it down like this and go through each one.
And when you go through each one, you're gonna end up realizing, "Hey, this wasn't that difficult
at all." But you know what? Learning isn't difficult at all when you approach it in the right
direction. That's why I created my Black Belt Memory Course. If you click the link down below,
I'm gonna show you how to dismantle anything you're trying to learn
in the same systematic way. What you read studying for a test, languages, whatever you want to learn,
you can learn it faster with my course, click the link down below. If this multiplication video
helped you and helped your kids, I would love a thumbs up. I would really appreciate that, but
also comment down below and tell me what you or your kids are working on and studying. And maybe I
could help create a video for that. Do not forget to subscribe and I'll see you on the next lesson.