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

Subtracting 1 vs. subtracting 10 | Addition and subtraction within 100 | 2nd grade | Khan Academy


2m read
·Nov 11, 2024

  • What I want you to do is pause the video and think about what 27 minus one is, and then think about what 27 minus 10 is. Alright, you might have found it pretty straightforward, but I want to think about it in terms of place value.

So let's focus on 27. So 27, I have two in the 10's place, so that two means two 10s, and we seen them here, two groups of 10, and then we have seven in the one's place, and we see those seven ones right over here.

Now I'm going to subtract one. I'm subtracting one; one is another way to think about it because this is in the one's place here, so I'm going to take away one. So let's just take away one like that, and then what am I left with?

Well, I still have my two 10s, so I could put a two in the 10's place, so I still have a two in the 10's place. And now how many ones do I have? Well, I used to have seven, I took one away, now I have six ones, so two 10s and six ones, well we call that 26.

Now let's think about 27 minus 10. So once again, this is 27, two 10s and seven ones, and now we're not going to take away any ones, but we're going to take away one 10. Let's just remind ourselves, a 10 is literally one 10.

I know that sounds like I'm saying the same thing over and over again, but I really want you to appreciate the place value. This is the 10's place, and I have a one there, so I am going to take away one 10 and zero ones. So let's take away that 10.

So let's take away, maybe I'll take this one away. I'll do it in a color that's easier to see. So I could take that away, and then what am I left with? How many 10s am I left with? Well, now I only have one full group of 10, so I have one 10, so that's the 10's place right over there.

And how many ones do I have? Well, I still have seven ones, so I still have seven in the one's place. So 27 minus 10 is one 10 and seven ones, or 17.

And another way that you could think about it, and this might be the way that you did it when I first asked you to do it. Hey, if I'm taking away a one, I'm going to reduce my one's place by one, so I'm going to go from 27 to 26.

But if I'm taking away a 10, then my ten's place is going to go down by one, so I go from a two in the ten's place to a one in the ten's place. I go from 27 to 17. The one's place didn't change.

More Articles

View All
The Housing Market Just Went ABSURD
What’s up, guys? It’s Graham here! So, as I’m sure you’re all aware, the housing market is absolutely bonkers. It was just revealed that housing prices have hit yet another record all-time high, rising 17% year-over-year. Buyers are paying a million doll…
2002 Berkshire Hathaway Annual Meeting (Full Version)
Here but a seconder or anybody would like to speak that motion might now work their way over to the microphone in zone one. Could we have a spotlight on where there it is? And that way when we get to that point of the program, if anybody that would like t…
The Future of Artificial Intelligence | StarTalk
I think for a lot of people, the word robot conjures up a humanoid robot. I think that’s a little bit different. I try to disavow people of that, because human body—why does nothing—why? Right, we can do that stuff. We’re not some model of anything, right…
Syria, Israel, Ukraine - A New Decade of War
10 years ago, in 2014, we asked if war was over. Based on long-term trends in the last century, it seemed violent conflict was on the decline and the world more peaceful than ever. Our video began with the Russian invasion of Ukraine and the war between H…
Day In The Life of a Millennial Millionaire
What’s up guys, it’s Graham here! So this is a video that I’ve been meaning to make for over two years now because so many of you guys have asked me to film a day in the lifestyle vlog. Well, I guess now is the perfect time to film that video because with…
Second partial derivative test
In the last video, we took a look at this function ( f(x, y) = x^4 - 4x^2 + y^2 ), which has the graph that you’re looking at on the left. We looked for all of the points where the gradient is equal to zero, which basically means both partial derivatives …