This quiz will help you assess what you have learned in the previous lesson.

What is the nearest multiple of ten to  49?

What is the nearest multiple of 10 to 79?

Use the "round and adjust" strategy to solve the following equation: 42+39=?

Using the "Round and Adjust" Strategy for Addition

﻿Hello, everyone. And welcome to math with Ms. Dobrowolski. Today, we'll be looking at using the round and adjust strategy for solving subtraction problems. So, let's take a look at the lesson agenda. First, we'll be looking at round and adjust when subtracting nine, then we'll have our Talk Task, then we'll look at round and adjust, round and adjust, when subtracting two digit numbers, and then you'll be off for your Independent Task. For this lesson, you will need a pencil and the notebook. If you don't have these items, pause the video, go get them now. Super, so let's do a little warm-up. We'll start by counting back in tens from the numbers on your screen. So, we'll start by counting back in tens from 51. If you're not too sure, all you need to do is look at the screen and just count on using the number line. So, count with me, 51, 41, 31, 21, 11, one. Super. Let's try that with 74. We're going to count back in tens. Say it with me, 74, 64, 54, 44, 34, 24, 14, four. Good job, everyone. Do that with 87. Count back in tens, 87, 77, 67, 57, 47, 37, 27, 17, seven. And last, but not least, let's try that with 98, counting back in tens, 98, 88, 78, 68, 58, 48, 38, 28, 18, eight. Good. You'll notice, counting back in tens is really easy because, if you look, it's only the digit in the tens place that changes. The digit in the ones place doesn't change when counting back by 10. So, that's why I really like counting back in tens. It's so easy. Now, now that we've had a look at counting backwards in tens, let's see if that can help us with the round and adjust strategy. So I have this equation, 44 minus nine. How can I use my knowledge of multiples of 10 to help me solve this? Well, I'm going to use the round and adjust strategy. I know nine is only one less than 10, so I'm going to round nine to 10. So 44 minus 10, we can do that really easily. So when we rounded and adjust, the first step is to round, which is what I just did. And then step two, is going to be to adjust, which we'll do a little bit later. So first 44 minus 10. Okay, if I know 40 minus 10 is equal to 30, then 44 minus 10 is equal to? That's right, 34. Okay, now here comes the adjust part. You see, when we rounded and then subtracted 10, we went a little too far back. We went too far back by one because 10 is greater than nine by one, so now we have to adjust and add that one back. So 34 plus one. Okay, I know four plus one is equal to five. So 34 plus one is equal to? 35, well done. Let's do another example. Okay, 54 plus nine. Let's round. Okay, nine is really close to 10. So I'm going to round nine to 10, 54 minus 10. We can do that really easily mentally. Okay, 54 minus 10. I know 50 minus 10 is equal to 40, so 54 minus 10 is equal to? 44. And now we adjust. Okay, we add that one back, 'cause we went one too far, so we have to add it back. 44 plus one. Okay, four plus one is equal to five, so 44 plus one is equal to 45. Okay, so now we have 64 minus nine. Let's use the round and adjust strategy again. So I'm going to round nine to 10. So now I have the equation, 64 minus 10. Okay, 64 minus 10. I know 60 minus 10 is equal to 50, so 64 minus 10 must be equal to? 54. Step two is to adjust. So remember, we subtracted a little bit too much. We subtracted one too many, so we have to add one back now. 54 plus one. I know four plus one is equal to five, so 54 plus one is equal to 55. Super. And it's already time for your Talk Task. So for this Talk Task, I'd like for you to match the equation to the number line. And of course, I'll do the first example before you go off on your own. So, I have to say this box here, so you know exactly what mathematical language you need to use. I'll start. I have the equation 25 minus nine. I will round nine to 10. So I will round and subtract 10 from 25, which is equal to, hmm, 25 minus 10 is equal to 15. Now, I need to adjust by adding one to 15, which is equal to? 15 plus one is equal to 16. So let's see, which number line matches that. Where did I subtract 10 from 25, add back one? Here we go. I subtract 10 from 25, add one to 15 to get 16, so that matches number line B. Your turn, solve the equations and match the number lines. I'll see you when you're ready. Pause the video now, resume when you're ready for the answers. Good luck. Super job, everyone. Let's go over this super quickly. So 26 minus nine was equal to 17 and that matched number line C. 37 minus nine is equal to 28, that matched number line A. 47 minus nine is equal to 38 and that match number line D. Okay, let's take it a step further now. Let's round and adjust when subtracting two-digit numbers. So remember, when we completed 44 minus nine, we rounded to 10, so we had 44 minus 10, and then we added one back, which is equal to 35. Okay, let's see, can I use that strategy for this equation? 54 minus 19. Can I subtract 10 and add one? Well, that's not really going to make sense here because I'm not subtracting nine, I'm subtracting 19. So really, I need to round 19 to the nearest multiple of 10 that I know. So 19, what multiple of 10 is that closest to? Do you know? Oh yes, 19 is only one less than 20, so I can round 19 to 20. So now I can subtract 54 minus 20. Okay, 54 minus 20, so I have to subtract two tens and then I have to make sure I add one back. Okay, so 54 minus 20. I know 54 minus 10 is equal to 44 and then 44 minus 10 is equal to 34 and then I have to adjust, I need to add that one back. 34 plus one is equal to 35. Excellent. Let's try this one. 54 minus 29, hmm. What multiple of 10 is 29 closest to? That's right, 29 is only one away from 30. So I can round 29 to 30. 54 minus 30. And then I have to remember, since I rounded, I'm going to have to adjust and add one back at the end. So 54 minus 30. Okay, I know 54 minus 10 is equal to 44, 44 minus 10 is equal to 34, and 34 minus 10 is equal to 24, and 24 plus one, because I need to add one back, 24 plus one is equal to? That's right, 25. Excellent. Okay, here's one more. 56 minus 19. Can you tell me how you're going to round? What number will you round and what number will you round it to? Tell your screen. That's really clever. Rounding, we're going to round 19 to 20, because 19 is only one less than 20. And don't forget, we're going to have to adjust later and add that one back. So 56 minus 20. Okay, 56 minus 10 is equal to 46 and then 46 minus 10 is equal to 36, and now we have to add one back. So 36 plus one, I know six plus one is equal to seven, so 36 plus one is equal to 37. Excellent. I know, already time for your Independent Task. So, for this Independent Task, I'd like for you to use the round and adjust strategy to solve the following equations. Use the number line to demonstrate your mental calculations. So, we want to be doing as much of this as we can, mentally. So, 63 minus 19. Well, of course, I'll do the first one as usual, 63 minus 19. Okay, I'll round 19 to 20 and then I'll adjust by adding back one later. So 63 minus 20, 63 minus 10 is equal to 53, 53 minus 10 is equal to 43, and now I have to add one back, 43 plus one, three plus one is equal to four, so 43 plus one is equal to 44. Okay, your turn, pause the video and resume when you're ready for the answers. See you on the other side. Good luck. Good job, everyone. So let's go over this really quickly. 84 minus 19 was equal to 65 and you should have rounded 19 to 20, 64 minus 29 is equal to 35 and you should gave rounded 29 to 30. 36 minus nine is equal to 27 and you should have rounded nine to 10. If you'd like to, you can share your work with Oak National by asking your parent or carer to share your work on Instagram, Facebook, or Twitter, tagging @OakNational and #LearnwithOak. And remember, complete the final quiz before you go. That was a really great effort from all of you. And I really hope to see you again for future lessons. Bye.

This quiz will help you assess what you have learned in this lesson

What is the nearest multiple of 10 to 49?

Solve the following equation using the round and adjust strategy: 74-29=?

Solve the following equation by using the round and adjust strategy: 62-19=?

Using the "Round and Adjust" strategy for subtraction

In this lesson, we will learn how to use the "Round and Adjust" strategy to help us solve subtraction equations.

Maths

Y2 Maths

Key Stage 1

Year 2

Round and Adjust with Subtraction

Addition and subtraction of 2-digit numbers (regrouping and adjusting)

Number

THEME

UNIT

Make 10

Adding two digit numbers and ones with regrouping

Adding two digit numbers with regrouping

Adding two digit numbers involving regrouping

Using the Make 10 strategy to subtract ones

Subtracting a 2 digit number and ones with regrouping

Subtracting 2 digit numbers involving regrouping

Subtracting 2 digit numbers with regrouping

Word problems: Whole-part models

Word Problems: Bar models

Round and Adjust with Addition

Near doubles

Mixed Strategies for Addition and Subtraction

Addition and Subtraction Word Problems

In the following equation, how can you partition the 4 in order to use the "Make 10" strategy? 61-4=57

Sally orders 64 bricks but only 41 get delivered. How many bricks are missing?

Solve the following word problem: There were 51 builders on site. 32 were building houses and the rest were driving diggers. How many builders were driving diggers?

What is the inverse of the following equation? 52-25=27

Solve the following by using a whole part model and the "Make 10" strategy. 32-15=?

Solve the following equation by partitioning 1 number: 26+15=

Lesson overview:Round and Adjust with Subtraction

Core Content

Addition and subtraction of 2-digit numbers (regrouping and adjusting):