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

Adding multiple two digit numbers word problem


2m read
·Nov 10, 2024

We're told that Tomer has a bookshelf. The table below shows how many books are on each shelf. So, the first shelf has 19 books, the second shelf has 24 books, the third shelf has 32 books, and the fourth shelf has seven books. How many books are on the bookshelves altogether? So pause this video and see if you can work that out before we work through it together.

All right, now let's work through it together. So if we want to figure out how many books are on the bookshelves altogether, or on the bookshelf altogether, we essentially have to add 19 books to 24 books to 32 books to seven books. So really this is going to be 19 plus 24 plus 32 plus 7. That's what we really have to figure out.

Now, how can we do that? Well, I like to do that by separating out the tens place from the ones place. For example, I could rewrite nineteen as ten plus nine. I have one ten and nine ones. I could rewrite 24 as 20 plus 4, so plus 20 plus 4. I could rewrite 32 as 30 plus 2. And last but not least, I could rewrite—let me find a nice color here, maybe I'll use blue—I could rewrite seven. Actually, I won't rewrite seven; seven only has seven ones, so I'll just write seven right there.

Now what I can do is I can take each of these that have that were cut from our tens places right over here. So, I would have 10 plus 20. I'm just crossing it out so I can keep track of things. Plus 30. So I did these three. And then I would have all of the ones, or the things that I got from the ones place, and let me do that in orange. So it's the 9, the 4, the 2, and the 7. So plus 9 plus 4 plus 2 plus 7.

Now, what's 10 plus 20 plus 30? 10 plus 20 is 30, and then that plus 30 is going to be 60. Another way to think about it: I have 110 plus another two tens, which would give me three tens, plus another three tens, which would give me six tens. So that's 60.

And then how do I think about this? Well, I can do this in any order. I can see that 2 plus 7—that's going to be equal to 9—and I can see that 9 plus 9 is equal to 18. So this is going to be the same thing as 18 plus 4.

And then let's see, it takes 2 to get to 20, and then I have another 2. Actually, let me write it that way. So I could also write this as 60 plus—and if I just take 2 from the 4 and put it onto the 18—this would be 20 plus 2. This and this are equivalent, and the reason why I did that is it's easy now to add 20 to 60.

20 to 60—that's two tens plus six tens—that's going to give us eight tens. That's going to be 80, and then 80 plus 2 is of course going to give us—and we can have something of a drumroll—almost have the answer: 82. That's how many books Tomer has altogether.

More Articles

View All
Analyzing positive and negative intervals of polynomials
So we have a function f of x that’s written as the product of a bunch of first degree expressions. Now, if we obviously could also view this as a polynomial, especially if we expand this all out, it’ll have our more traditional form. But what’s nice about…
The TRUTH Behind Passive Income
Hey guys, welcome back to the channel! In this video, we’re going to be talking about the truth behind passive income. Because when I make a video about passive income, I love talking about passive income—it’s one of my absolute most favorite topics to ta…
Fix These Problems If You Want To Be Rich
Everybody’s got a billion dollar idea in their head; they just don’t think it’s good enough to act on it. But know this: if you don’t do it, somebody else will. So why not take the risk? The people on this list, they did it and they made billions because …
Vertices & direction of a hyperbola | Precalculus | High School Math | Khan Academy
Which of the following graphs can represent the hyperbola ( \frac{y^2}{9} - \frac{x^2}{4} = 1 )? We have our four choices here. Choices A and C open up to the top and the bottom, or up and down. Choices B and D, you can see, D here opens to the left and …
First Ascent of a Sky Island | Podcast | Overheard at National Geographic
El Dorado, the legendary city covered in gold, doesn’t seem like a place that could really exist. But then, neither did tapuis in the Guyana Highlands, a remote region of South American rainforest. Flat mountains with vertical walls rise high above the fo…
Chicken Powered Steadicam - Smarter Every Day
Hey, it’s me, Destin. You remember I made the chicken head tracking video? The reason the chicken’s head stays stable is something called the vestibulo-ocular reflex. One thing that kept popping up is people always had the suggestion of making a camera st…