yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Subtracting two-digit numbers without regrouping (example 2) | 2nd grade | Khan Academy


2m read
·Nov 11, 2024

  • I would like you to pause the video and think about what 64 minus 31 is. Alright, now let's think about this together. So what does 64 actually mean?

Well, we can use place value to think about that. The six is in the tens place and the four is in the ones place. So the six over here, that means six tens. It means six groups of ten. And so, we can visualize that right over here. Six tens: one, two, three, four, five, six groups of ten. Or another way to think about it, six tens, these are 60 boxes right over here in groups of ten.

And then we have four ones. Well, this is four ones right over here. Four ones. So this is 64. Six tens, four ones. Altogether, I have 64 boxes. Sixty of these blue ones and I have four ones. Four of these individual ones. Now I want to take away 31.

Well, what is 31? Thirty-one is three tens and one one. So let's first take away the one one. We're going to take this away; we're subtracting. We're subtracting three tens and we're subtracting one one. So let's take away that one one. And then how many ones are we left with?

Well, now we're left with three ones. So four ones minus one one is three ones. Now let's think about the tens. So I had six tens. I'm going to take away three of them. I'm going to take away three of the tens. So let's do that. Let's take away: that's one ten, two tens, and then three tens.

And so, what am I going to have left over? Well, I'm going to have left over just three tens. Just these three, these three right over here. So six tens minus three tens is three tens. And so, 64 minus 31 is 33. Three tens and three ones. Three tens: this is a group of ten, another group of ten, another group of ten. Three tens and then three ones. One, two, three.

More Articles

View All
10 Effective Shortcuts In Life
You’ve heard it before, right? There are no shortcuts to success in life. So why then do some people achieve it so much faster than others? Well, the reality is life is full of shortcuts. And here is a list of our favorites. Welcome to ALUX first step. P…
Analyzing concavity (algebraic) | AP Calculus AB | Khan Academy
So I have the function G here; it’s expressed as a fourth degree polynomial. I want to think about the intervals over which G is either concave upwards or concave downwards. Let’s just remind ourselves what these things look like. Concave upwards is an i…
Hands off My Phone! (An ELA audio drama)
[Music] [Applause] Oh no, he didn’t! That is so harsh. Hey, your dad took your phone away just for getting a D on the history test? Yup, my mind is blown. Mine too! I mean, that was an easy test. What? I can’t believe you got a D! Hey, that’s not really……
Putting a Species on the Map | Explorers Fest
[Applause] Thank you. Last time I was here in DC, I had the chance to be on stage. You know what I did? I came flying just like that. Many people have been asking me, do you still fly? The answer is yes, I fly every day, and I enjoy it. And the hope today…
Quantum Wavefunction | Quantum physics | Physics | Khan Academy
So when people first showed that matter particles like electrons can have wavelengths, and when de Broglie showed that the wavelength is Planck’s constant over the momentum, people were like: “Cool, it’s pretty sweet.” But, you know, someone was like: “Wa…
Introduction to the possessive | The Apostrophe | Punctuation | Khan Academy
Hello Garans, hello Paige, hi David in the driver’s seat. So Paige, today, uh, it is my understanding that we are going to talk about the possessive. That’s right. Um, what even is the possessive in English? What does that mean? When we say that, like, w…