Grade 3 Math: Division Concepts
This 3rd-grade packet covers Lessons 15-18 from Eureka Math Squared Module 1, Topic D. It reinforces understanding of division through various problem-solving strategies, including drawing pictures, tape diagrams, and using equations. The packet also includes practice with addition and subtraction.
“Hey guys, Aubrey here. Today I'm doing the Eureka math squared grade three 0:09 module one and this is topic D. In this topic we're going to be learning about 0:16 um we're going to be familiar about the two interpretations of division. So we're just going to deepen our 0:22 understanding of dividing um numbers into groups. So let's get started. This 0:28 is lesson 15. Um, and this is the explanation part. Okay. Number one, Oka 0:36 sorts 15 toy cars into bins. Each bin holds five cards. How many bins does Oka 0:44 use? Okay. So, a circle groups of five to show the cars in each bin. So what 0:53 they did here, they already have 15 cars and they just every five cars they 0:59 circled to make a group since each bin holds five cars. So each circle 1:04 represents one bin. So how many bins does Oka use? 1:09 Well, here for part B, complete the equation statements. 3 * 5 1:17 = 15 cuz the three groups times the five cards is equal to 15 and 15 / 5 equals 1:26 3. So, OKA uses three bins. And C is asking what do the unknowns in the 1:31 equations represent? Circle the correct answer. All right. So, the unknown in 1:38 the equation, what is the unknown? The unknown it's asking how many bins does 1:43 Oka use? So what we don't know is how many bins she uses. 1:50 So um how many bins is the number of groups. So that is the unknown not the 1:56 size of each group since we know each group or each bin holds five cars. So 2:02 that is not the unknown. All right. Now number two. 2:10 So number two, James James 2:16 gives 18 stickers to his friends. He gives three stickers to each friend. How 2:22 many friends get stickers? So a draw a picture represent the problem here. Um 2:28 they did a tape diagram. The total is 18 cuz that's how many stickers he gives 2:33 away and three to each friend. So they just kept on drawing. um blocks of three 2:40 until they reach 18. And at the end they drew six. So that means six friends. 2:48 Now B says complete the equations to find the unknown. 2:55 So 6 * 3 is 18. So 18 / 3 is 6. So that 3:00 means six friends get stickers. Okay. and then add show how you know 3:08 number three 31 + 23 + 19 + 14. So if 3:14 you remember it's kind of like the strategy we used a couple lessons ago where you break apart the number into a 3:21 number bond and then all and then you take each number you 3:28 take out the 10 and the ones and you add it separately. So they separately they 3:33 separated all the tens and ones and they added the tens and then the ones separately and then they added all that 3:40 together at the very end. Okay, next page. So now let's get 3:47 started. This is lesson 15 number one. Amy has 12 pens. She gives two pens to 3:55 each friend. How many friends get pens? So a circle groups of two to show the 4:01 pens each friend gets. All right. So two to each friend. 4:07 So this is one friend. Another friend 4:14 and B. Complete the equations and statement. So 1 2 3 4 5 6 6 * 2 = 12. So 12 divide 4:26 by two 12 pens divide by two to each friend that's six friends. So six 4:32 friends get pens. And C says what do the unknowns in the 4:38 equations represent? So circle the correct answer. So let's see what is the unknown first. The 4:44 unknown is how many friends get pens. So the unknown is the number of groups cuz 4:50 we don't know how many groups of two there are. And we know the size of each 4:56 group since each friend gets two. So that's the size. Okay. All right. Now 5:03 number two. David puts 20 grapes into bowls. He puts five grapes in each bowl. 5:11 How many bowls does he use? All right. So a draw a picture represent the problem. 5:18 20 grapes into bowls and five in each bowl. So first let's draw 20 grapes. 5:39 All right. 20 grapes and five in each bowl. So ball 5:46 bowl full bowl. How many bowls did he does he use? 5:53 So we drew drew a picture and now B complete the equations to find the unknown. 5:58 So 4 * 5 equals 20 cuz four bowls here times five in each bowl. 6:06 So 20 20 total grapes divide by five in each bowl equals four bowls. So David 6:13 uses four bowls. All right. And now next page 6:22 add show how you know. All right. So this is the um the number breaking apart 6:29 strategy. Number three. 21 + 16 + 33 + 12. 6:39 All right. So, I'm going to write that on the side so we can do it on the side. 6:47 33. First thing we want to do is break apart 6:54 all the numbers. Take out the tens and then the ones. 7:02 3 10 two and then we're going to add all 7:08 the tens and all the ones separately. 7:14 10 10. So 20 + 10 is 30. 30 + 10 is 40. 7:22 And then if you add the ones, 7:30 excuse me, where's my one? 7:36 All right, 1 + 6 is 7 and 3 + 2 is 5. So really now I need to 7:43 add this together. 30 + 40 is 70. 7 + 5 is 12. So 70 + 12 is 82. So 82 is our 7:53 answer. 7:58 All right. Now number four. All right. Number four. 14 + 27 + 22 + 8:08 15. So I'm going to write that again on the side. 8:20 equals. And take out the tens and the ones 8:32 10. And then we're going to add the 10 separately. 8:37 So I'm going to do it here this time cuz last time I got all messy. 10 + 20 8:44 + 20 + 10. So that's 8:49 40 + 20 which is 60 and add the ones. 4 8:55 + 7 + 2 + 5. All right. 4 + 7 is 11 + 2 is 13 + 5 is 9:05 18. So now we add 60 + 18 and that'll be 78. 9:13 So 78 is our answer. 14 + 27 + 22 + 15 78. 9:23 All right. And now let's go move on. Lesson 16. 9:29 This is the explanation part. Okay. Number one. Divide 12 birds into groups 9:35 of four. 12 birds. Um, and every four 9:40 birds, we circle them to make a group. How many groups of four are there? 9:45 There's three groups. So, 3 * 4 equals 12. That means 12 the 12 total birds 9:53 divided into groups of four equals three total groups. So, there are three groups 9:58 of four. All right. Here number two. Use the 10:05 redraw right process to solve the problem. Number two, friends sort 24 10:11 note cards into piles. Each pile has four note cards. How many piles of note 10:17 cards do the friends make? So here the tape diagram 10:23 they know we know the total is 24 and the size of each four I mean the size 10:31 the total is 24. The size of each pile is four. So they keep on drawing um 10:37 fours until they reach 24. And then they can find out how many groups of four 10:42 there are to know that 24 / 4 equals 6. So the friends make six piles of note 10:49 cards. All right. Now 10:54 over here says subtract. Use addition to check your work. 11:02 All right. Number three. 711 minus 295. 11:08 So what they did here 71 11:14 they took out 400 and then they took out 300. And the reason they did this is 11:20 because minus 295 295 is close to 300. 11:25 So they took out 300 and 411. So 300 minus 295 is 5. And then they add 11:32 5 to that 411 to get 416. And you might be thinking, 11:39 well, why are they adding back? Isn't it a subtraction problem? Well, they broke 11:44 apart the number, but they already subtracted the 295 here. So they already subtracted what needs to be subtracted. 11:53 And after they subtracted that, they need to add back the part that they took away in the original number from the 12:00 original number. So the answer will be 416. All right. And yeah, let's move on. This 12:07 is lesson 16. All right. Number one. 15 butterflies are divided into groups of 12:14 five. How many groups of five are there? There's 1 2 3 groups. So 3 * 5 = 15. 12:24 That means 15 the 15 butterflies divided into groups of five is equal to three 12:31 groups. So there are three groups of five. 12:36 All right. Pretty simple. Number two. Divide 20 fish into groups of 10. Groups 12:44 of 10. That means each every 10 fish we circle to make a group. Does not mean 12:51 make a total of 10 groups. So there's a difference between groups of 10 and 10 groups. So 1 2 3 4 5 6 7 13:01 Wait, hold on. 1 2 3 4 5 6 7 8 9 10. 13:08 2 3 4 5 6 7 8 9 10. Now 1 2 3 4 5 6 7 8 9 10. All 13:15 right, two perfect groups. So, how many tens are in 20? Well, in 20 13:23 there's 20 fish and we're dividing into groups of 10. And we have two groups right here. So, that means there are two 13:29 groups of 10 um in 20. That means 2 * 10 13:35 = 20. So, 20 / 10 = 2. 13:42 All right. and use the redraw right process to solve the problem. Number 13:49 three, Pablo sorts 36 rocks into piles. Each pile has four rocks. How many piles 13:57 of rocks does he make? All right, let's do a tape diagram. 14:07 We know the total is 36 and each pile has four rocks. So the unknown here, 14:14 what we're trying to figure out is how many piles of rocks does he make? So we can keep on drawing four until we reach 14:21 36. Let's see. 1. 2 14:27 4 8 12 16 14:34 20 24 28 14:41 32 36. All right. So we reached 36. That 14:47 means 1 2 3 four five six seven eight nine piles. So we can do 14:56 4 * 9 = 36. So 36 fish if they're divided into 15:05 groups of four then there's nine groups total. 15:11 So he makes 15:19 nine piles of rocks. 15:27 All right. And yeah, next page. 15:33 Subtract. Use addition to check your work. All right. Number four. 528 minus 15:41 392. So we're going to do what they did. 392 15:46 a close the close the next benchmark number 392 15:52 will be 400. So we're going to take out 400 from here and that gives us 128 left 15:59 over here. We're going to first subtract 400 minus 392 16:05 and that will give us 8. And we already subtracted what needs to be subtracted. 16:11 So then now we have to add back that eight to 128. So 128 + 8 is 136. So 136 is our 16:23 answer. And use addition to check your work. So we can add back 126. 16:30 have 392 I'm not 136 + 136 16:38 2 + 6 is 8 9 + 3 is 12 3 + 1 is 4 + 1 is 16:44 5 so 5 28 5 28 so our answer is correct 16:50 so that is a easy way to use addition to check your work if you ever feel unsure 16:56 about your answer or just want to double check maybe like on tests or anything, 17:01 you can always use addition to double check your work and make sure your answer is correct. 17:07 Hey. All right. Lesson 17 number one. 18 flowers are divided into two equal 17:15 groups. So, how many flowers are in each group? 18 divided into two equal groups. 17:23 So there's 1 2 3 4 5 6 1 2 3 4 5 6 7 8 17:30 9. So there are nine flowers in each group. So 2 * 9 = 18. 17:38 18 / 2 = 9. There are nine flowers in each group. 17:44 All right, pretty simple. Number two, 15 bears are divided into three equal rows. 17:54 All right, so we can see the three rows here. How many bears are in each row? Well, find that 18:02 out. You can just count. 1 2 3 4 5. There's five bears in each row. So, 18:09 three rows times five in each row equals 15 bears. 18:16 All right. And now um 15. So the 15 total bears divide um three equal rows 18:24 equals five in each row. There are five bears in each row. It's pretty simple. 18:33 Next here use the redraw right process to solve 18:38 the problem. Number three, 21 napkins 18:44 are shared equally between three tables. How many napkins are on each table? So 18:50 to solve that, we can do 21 / 3. 18:56 Um, and that's equal to seven. So here they have a tape diagram. So this is what they said. 19:04 They read the problem. Read again. So they drew a tape diagram that has a total of 21 since 21 is the total number 19:12 of napkins and then they separated into three parts cuz there are three um 19:20 there's three tables that are sharing the 21 napkins and they just keep on drawing dots and keep on counting until 19:27 they reach 21. So then for each section the number of dots is the number of 19:33 tissues that um are on the table. So yeah. And now over here says use the 19:42 redraw right process to solve the problem. Deepa makes 42 hats. She make 19:49 17 more hats than Eva. How many hats does Eva make? So 42 19:56 minus 17 like they did over here because first we need to find we need to find 20:02 Eva. So 42 - 17 = 25. So Eva makes 25 20:07 hats. All right. Pretty simple. Now let's get started. This is lesson 20:13 17. Number one. 12 ladybugs are divided into 20:18 three equal groups. How many ladybugs are in each group? 20:24 So 1 2 3 4. There's four in each group. So 3 * 4 = 12. Three equal groups * 4 in 20:34 each group is equal to 12 total ladybugs. So 12 total ladybugs divided into groups 20:42 of three is equal to four in each group. So there are four ladybugs in each 20:47 group. All right. Now over here blank fish are 20:52 divided into blank equal rows. First we need to count one two three four five. 20:59 There's five um in each column. So there's five rows and there's four in 21:06 each row or four columns. So 5 * 4 is 20. So there are 20 fish that that are 21:15 divided into five equal rows. How many fish are in each row? Well, you can 21:21 count 1 2 3 four. So, the five rows times four in each row 21:28 is equal to 20 um fish. So, 20 total fish divided into five rows. 21:37 Um and that means there are four per row. So, there are four fish in each 21:42 row. All right. Now, number three. 21:48 Use the redraw right process to solve the problem. All right. So, RDW 21:55 number three. 18 flowers are shared equally among three bases. How many 22:00 flowers are in each base? All right. So, let's see. 18 flowers. 22:09 Let's draw a tape diagram. The total is 18. 22:16 and it's shared among three vases. So, how many in each vase? We can keep on 22:22 drawing dots and then counting until I reach 18. 22:27 All right. So, 1 2 3 22:34 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18. 22:48 So, 18 total flowers. That means 18 22:54 flowers divided among three vases equals 1 2 3 4 5 six in each vase. 23:03 So there are six 23:10 flowers in each vase. 23:18 All right, next page. 23:24 Use the red draw right process to solve the problem. Number four. Casey 23:31 practices the piano for 62 minutes. She practices the piano 16 minutes more than Gabe. How 23:39 many minutes does Gabe practice the piano? All right, I'm going to make tape 23:44 diagram. C for Casey, 23:50 she practices 62 minutes. And then Gabe practices 60 minutes less since she 23:57 practices 16 minutes more. So the unknown here, what we're trying to figure out is how many minutes Gabe 24:04 practices. And we know this over here is 16. So to do that, let's do 62 - 16. 24:14 and 62 - 16 that will give us 46. 24:21 So that means game practices 24:30 for 46 minutes. 24:37 All right. Now 18. 24:42 This is the explanation part number one. Four friends equally shared 36 jelly 24:49 beans. How many jelly beans will each friend get? A circular tape diagram that 24:55 represents the problem. All right. So 36 jelly beans and we know 25:00 it's being shared among four friends. So this would be the correct answer since they are already divided into four 25:08 sections for the four friends. Um, but this one however they did not do that. 25:13 They just kept on they just wrote one four. So this would be correct if the 25:19 problem was like there was 36 jelly beans and each friend gets four. How 25:24 many friends are sharing it? But in this case what we know is how many friends 25:30 are sharing it. So how many groups they're being into separated into. So we 25:35 know the groups which means you can group it already. So that means this would be the correct answer. 25:44 And now B complete the question and statement. 36 / 4 equ= 9. So each friend 25:55 gets nine jelly beans. So 36 divid into four groups is 9. 26:01 All right. Next page. Use the redraw right process to solve 26:08 each problem. Number two, Mia divides 55 26:13 crackers equally onto five trays. How many crackers are on each tray? 26:20 So 55 divide into five. Um so that's what they did here. And 26:26 then they just divided um 55 into five groups to get 11. So 26:34 there's 11 on each tray. Number three, 26:40 Mr. Lopez has 40 paint brushes for art class. He puts all them on tables. Each 26:48 table gets five paint brushes. How many tables get paint brushes? 26:53 So he puts them all on tables. 40 paint brushes and each table gets five. So how 27:00 many tables? So here what we do know is a total and the amount in each group but 27:06 we don't know the number of groups. So in this case this kind of number this kind of tape diagram would be correct 27:12 and I can keep on drawing five until we reach 40. So 40 / 5 is 8. So eight 27:19 tables get paint brushes. Okay. 27:25 And now over here subtract show how you know 92 - 68. 27:34 So 68 is close to 70. So this is what they did. They did a number line and 27:43 they started at 92 and first they subtract 70 since 68 is close to 70. So 27:51 70 could be a benchmark number and after they subtract 70 they add back the two 27:57 extra that they subtracted. So then total they subtracted 68 still. 28:03 So they added back that two and that's how they got six um 24. 28:13 Okay. All right. Now this is lesson 18. Let's 28:18 get started. Number one, 15 rings are sorted into three equal groups. How many 28:25 rings are in each group? A. Circle the tape diagram that represents the problem. So, first let's figure out what 28:32 we know. We know the total 15 rings and we know um the total number of groups 28:39 since it says it's sorted into three equal groups. So, in that case, this tape diagram would be correct since it's 28:46 separated into three groups. and you just need to find out how many in each group. So this tape diagram is wrong. 28:53 But if the problem was different and we knew the total and the number in each 28:59 group, then this tape diagram would be correct. So now B complete the equation and 29:06 statement. So 15 rings / 3 equals 5 in 29:12 each group. So there are five rings in each group. 29:17 All right. Next part. Use the redraw right process to solve each problem. 29:25 Two. Five friends equally share 35 glow sticks. How many glow sticks does each 29:32 friend get? All right, let's do our tape diagram. 29:39 We know the total and that's 35 glow sticks and it's being shared among five 29:46 friends. So we can keep drawing until we reach 29:51 figure out how many um glow sticks each one gets. 1 2 3 4 5 30:00 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 30:13 21 22 23 24 25 26 27 28 29 30 31 32 33 30:23 34 35 So here 35 glow sticks divide among five 30:31 friends um gives seven glow sticks per friend. 30:36 So that means each friend 30:43 gets seven glow sticks. 30:53 Okay. Now number three. 30:58 The store has 70 books on shelves. There are 10 books on each shelf. How many 31:05 shelves have books? All right. What do we know? We know the total 31:14 of books number of books and that's so many. We know how many in each group cuz 31:20 we know 10 on each shelf. But how many shelves? So I just have 10 here. 31:26 So let's keep drawing to reach 70. 10 20 31:31 30 40 50 60 and 70. So this means 70 books 31:41 divided by 10 on each shelf equals seven 31:46 total shelves. So, seven shelves 31:53 have books. 31:59 All right, next page. Subtract. Show how you know. Number 32:06 four. 64us 37. 32:12 All right. So, we know 37 is close to 40. So, we're going to draw our number 32:17 line, start at 64, going to subract 40, 32:26 and that'll give me 24. But we subtracted too much because we're only 32:31 subtracted. We're only supposed to subtract 37. So, um, 40 is three away 32:37 from 37. So, now we need to add back the three that we subtracted to get 27. 32:46 So that means 64 - 37 is 27. And this is how we know. So yeah, pretty simple. 32:54 This whole topic, these lessons were just more about division and deepening 33:01 our understanding of how it works and um the concept. So yeah and next time we'll 33:08 be going on to topic E which will we'll learn more about the application of 33:14 multiplication and division concepts. So just strengthen our understanding of it again. So yeah. All right. Thank you 33:22 guys so much for watching. I hope this video helps and please don't forget to 33:27 like and subscribe because it really helps out my channel. See you guys next time. Bye.”
Teacher Guide & Tips
- Use this packet as a review or for independent practice after introducing division concepts.
- Discussion Question: How does understanding multiplication help you solve division problems?
- For struggling learners, encourage drawing visual aids like groups of objects or tape diagrams for each problem.
- Advanced learners can explore real-world scenarios where division is used and create their own word problems.
- Estimated time: 2-3 class periods.
What is Diffit?
Teachers use Diffit to get quality materials for their unique classrooms. Adjust difficulty, add scaffolds, or change the topic to get started.
Try Diffit for free“Hey guys, Aubrey here. Today I'm doing the Eureka math squared grade three 0:09 module one and this is topic D. In this topic we're going to be learning about 0:16 um we're going to be familiar about the two interpretations of division. So we're just going to deepen our 0:22 understanding of dividing um numbers into groups. So let's get started. This 0:28 is lesson 15. Um, and this is the explanation part. Okay. Number one, Oka 0:36 sorts 15 toy cars into bins. Each bin holds five cards. How many bins does Oka 0:44 use? Okay. So, a circle groups of five to show the cars in each bin. So what 0:53 they did here, they already have 15 cars and they just every five cars they 0:59 circled to make a group since each bin holds five cars. So each circle 1:04 represents one bin. So how many bins does Oka use? 1:09 Well, here for part B, complete the equation statements. 3 * 5 1:17 = 15 cuz the three groups times the five cards is equal to 15 and 15 / 5 equals 1:26 3. So, OKA uses three bins. And C is asking what do the unknowns in the 1:31 equations represent? Circle the correct answer. All right. So, the unknown in 1:38 the equation, what is the unknown? The unknown it's asking how many bins does 1:43 Oka use? So what we don't know is how many bins she uses. 1:50 So um how many bins is the number of groups. So that is the unknown not the 1:56 size of each group since we know each group or each bin holds five cars. So 2:02 that is not the unknown. All right. Now number two. 2:10 So number two, James James 2:16 gives 18 stickers to his friends. He gives three stickers to each friend. How 2:22 many friends get stickers? So a draw a picture represent the problem here. Um 2:28 they did a tape diagram. The total is 18 cuz that's how many stickers he gives 2:33 away and three to each friend. So they just kept on drawing. um blocks of three 2:40 until they reach 18. And at the end they drew six. So that means six friends. 2:48 Now B says complete the equations to find the unknown. 2:55 So 6 * 3 is 18. So 18 / 3 is 6. So that 3:00 means six friends get stickers. Okay. and then add show how you know 3:08 number three 31 + 23 + 19 + 14. So if 3:14 you remember it's kind of like the strategy we used a couple lessons ago where you break apart the number into a 3:21 number bond and then all and then you take each number you 3:28 take out the 10 and the ones and you add it separately. So they separately they 3:33 separated all the tens and ones and they added the tens and then the ones separately and then they added all that 3:40 together at the very end. Okay, next page. So now let's get 3:47 started. This is lesson 15 number one. Amy has 12 pens. She gives two pens to 3:55 each friend. How many friends get pens? So a circle groups of two to show the 4:01 pens each friend gets. All right. So two to each friend. 4:07 So this is one friend. Another friend 4:14 and B. Complete the equations and statement. So 1 2 3 4 5 6 6 * 2 = 12. So 12 divide 4:26 by two 12 pens divide by two to each friend that's six friends. So six 4:32 friends get pens. And C says what do the unknowns in the 4:38 equations represent? So circle the correct answer. So let's see what is the unknown first. The 4:44 unknown is how many friends get pens. So the unknown is the number of groups cuz 4:50 we don't know how many groups of two there are. And we know the size of each 4:56 group since each friend gets two. So that's the size. Okay. All right. Now 5:03 number two. David puts 20 grapes into bowls. He puts five grapes in each bowl. 5:11 How many bowls does he use? All right. So a draw a picture represent the problem. 5:18 20 grapes into bowls and five in each bowl. So first let's draw 20 grapes. 5:39 All right. 20 grapes and five in each bowl. So ball 5:46 bowl full bowl. How many bowls did he does he use? 5:53 So we drew drew a picture and now B complete the equations to find the unknown. 5:58 So 4 * 5 equals 20 cuz four bowls here times five in each bowl. 6:06 So 20 20 total grapes divide by five in each bowl equals four bowls. So David 6:13 uses four bowls. All right. And now next page 6:22 add show how you know. All right. So this is the um the number breaking apart 6:29 strategy. Number three. 21 + 16 + 33 + 12. 6:39 All right. So, I'm going to write that on the side so we can do it on the side. 6:47 33. First thing we want to do is break apart 6:54 all the numbers. Take out the tens and then the ones. 7:02 3 10 two and then we're going to add all 7:08 the tens and all the ones separately. 7:14 10 10. So 20 + 10 is 30. 30 + 10 is 40. 7:22 And then if you add the ones, 7:30 excuse me, where's my one? 7:36 All right, 1 + 6 is 7 and 3 + 2 is 5. So really now I need to 7:43 add this together. 30 + 40 is 70. 7 + 5 is 12. So 70 + 12 is 82. So 82 is our 7:53 answer. 7:58 All right. Now number four. All right. Number four. 14 + 27 + 22 + 8:08 15. So I'm going to write that again on the side. 8:20 equals. And take out the tens and the ones 8:32 10. And then we're going to add the 10 separately. 8:37 So I'm going to do it here this time cuz last time I got all messy. 10 + 20 8:44 + 20 + 10. So that's 8:49 40 + 20 which is 60 and add the ones. 4 8:55 + 7 + 2 + 5. All right. 4 + 7 is 11 + 2 is 13 + 5 is 9:05 18. So now we add 60 + 18 and that'll be 78. 9:13 So 78 is our answer. 14 + 27 + 22 + 15 78. 9:23 All right. And now let's go move on. Lesson 16. 9:29 This is the explanation part. Okay. Number one. Divide 12 birds into groups 9:35 of four. 12 birds. Um, and every four 9:40 birds, we circle them to make a group. How many groups of four are there? 9:45 There's three groups. So, 3 * 4 equals 12. That means 12 the 12 total birds 9:53 divided into groups of four equals three total groups. So, there are three groups 9:58 of four. All right. Here number two. Use the 10:05 redraw right process to solve the problem. Number two, friends sort 24 10:11 note cards into piles. Each pile has four note cards. How many piles of note 10:17 cards do the friends make? So here the tape diagram 10:23 they know we know the total is 24 and the size of each four I mean the size 10:31 the total is 24. The size of each pile is four. So they keep on drawing um 10:37 fours until they reach 24. And then they can find out how many groups of four 10:42 there are to know that 24 / 4 equals 6. So the friends make six piles of note 10:49 cards. All right. Now 10:54 over here says subtract. Use addition to check your work. 11:02 All right. Number three. 711 minus 295. 11:08 So what they did here 71 11:14 they took out 400 and then they took out 300. And the reason they did this is 11:20 because minus 295 295 is close to 300. 11:25 So they took out 300 and 411. So 300 minus 295 is 5. And then they add 11:32 5 to that 411 to get 416. And you might be thinking, 11:39 well, why are they adding back? Isn't it a subtraction problem? Well, they broke 11:44 apart the number, but they already subtracted the 295 here. So they already subtracted what needs to be subtracted. 11:53 And after they subtracted that, they need to add back the part that they took away in the original number from the 12:00 original number. So the answer will be 416. All right. And yeah, let's move on. This 12:07 is lesson 16. All right. Number one. 15 butterflies are divided into groups of 12:14 five. How many groups of five are there? There's 1 2 3 groups. So 3 * 5 = 15. 12:24 That means 15 the 15 butterflies divided into groups of five is equal to three 12:31 groups. So there are three groups of five. 12:36 All right. Pretty simple. Number two. Divide 20 fish into groups of 10. Groups 12:44 of 10. That means each every 10 fish we circle to make a group. Does not mean 12:51 make a total of 10 groups. So there's a difference between groups of 10 and 10 groups. So 1 2 3 4 5 6 7 13:01 Wait, hold on. 1 2 3 4 5 6 7 8 9 10. 13:08 2 3 4 5 6 7 8 9 10. Now 1 2 3 4 5 6 7 8 9 10. All 13:15 right, two perfect groups. So, how many tens are in 20? Well, in 20 13:23 there's 20 fish and we're dividing into groups of 10. And we have two groups right here. So, that means there are two 13:29 groups of 10 um in 20. That means 2 * 10 13:35 = 20. So, 20 / 10 = 2. 13:42 All right. and use the redraw right process to solve the problem. Number 13:49 three, Pablo sorts 36 rocks into piles. Each pile has four rocks. How many piles 13:57 of rocks does he make? All right, let's do a tape diagram. 14:07 We know the total is 36 and each pile has four rocks. So the unknown here, 14:14 what we're trying to figure out is how many piles of rocks does he make? So we can keep on drawing four until we reach 14:21 36. Let's see. 1. 2 14:27 4 8 12 16 14:34 20 24 28 14:41 32 36. All right. So we reached 36. That 14:47 means 1 2 3 four five six seven eight nine piles. So we can do 14:56 4 * 9 = 36. So 36 fish if they're divided into 15:05 groups of four then there's nine groups total. 15:11 So he makes 15:19 nine piles of rocks. 15:27 All right. And yeah, next page. 15:33 Subtract. Use addition to check your work. All right. Number four. 528 minus 15:41 392. So we're going to do what they did. 392 15:46 a close the close the next benchmark number 392 15:52 will be 400. So we're going to take out 400 from here and that gives us 128 left 15:59 over here. We're going to first subtract 400 minus 392 16:05 and that will give us 8. And we already subtracted what needs to be subtracted. 16:11 So then now we have to add back that eight to 128. So 128 + 8 is 136. So 136 is our 16:23 answer. And use addition to check your work. So we can add back 126. 16:30 have 392 I'm not 136 + 136 16:38 2 + 6 is 8 9 + 3 is 12 3 + 1 is 4 + 1 is 16:44 5 so 5 28 5 28 so our answer is correct 16:50 so that is a easy way to use addition to check your work if you ever feel unsure 16:56 about your answer or just want to double check maybe like on tests or anything, 17:01 you can always use addition to double check your work and make sure your answer is correct. 17:07 Hey. All right. Lesson 17 number one. 18 flowers are divided into two equal 17:15 groups. So, how many flowers are in each group? 18 divided into two equal groups. 17:23 So there's 1 2 3 4 5 6 1 2 3 4 5 6 7 8 17:30 9. So there are nine flowers in each group. So 2 * 9 = 18. 17:38 18 / 2 = 9. There are nine flowers in each group. 17:44 All right, pretty simple. Number two, 15 bears are divided into three equal rows. 17:54 All right, so we can see the three rows here. How many bears are in each row? Well, find that 18:02 out. You can just count. 1 2 3 4 5. There's five bears in each row. So, 18:09 three rows times five in each row equals 15 bears. 18:16 All right. And now um 15. So the 15 total bears divide um three equal rows 18:24 equals five in each row. There are five bears in each row. It's pretty simple. 18:33 Next here use the redraw right process to solve 18:38 the problem. Number three, 21 napkins 18:44 are shared equally between three tables. How many napkins are on each table? So 18:50 to solve that, we can do 21 / 3. 18:56 Um, and that's equal to seven. So here they have a tape diagram. So this is what they said. 19:04 They read the problem. Read again. So they drew a tape diagram that has a total of 21 since 21 is the total number 19:12 of napkins and then they separated into three parts cuz there are three um 19:20 there's three tables that are sharing the 21 napkins and they just keep on drawing dots and keep on counting until 19:27 they reach 21. So then for each section the number of dots is the number of 19:33 tissues that um are on the table. So yeah. And now over here says use the 19:42 redraw right process to solve the problem. Deepa makes 42 hats. She make 19:49 17 more hats than Eva. How many hats does Eva make? So 42 19:56 minus 17 like they did over here because first we need to find we need to find 20:02 Eva. So 42 - 17 = 25. So Eva makes 25 20:07 hats. All right. Pretty simple. Now let's get started. This is lesson 20:13 17. Number one. 12 ladybugs are divided into 20:18 three equal groups. How many ladybugs are in each group? 20:24 So 1 2 3 4. There's four in each group. So 3 * 4 = 12. Three equal groups * 4 in 20:34 each group is equal to 12 total ladybugs. So 12 total ladybugs divided into groups 20:42 of three is equal to four in each group. So there are four ladybugs in each 20:47 group. All right. Now over here blank fish are 20:52 divided into blank equal rows. First we need to count one two three four five. 20:59 There's five um in each column. So there's five rows and there's four in 21:06 each row or four columns. So 5 * 4 is 20. So there are 20 fish that that are 21:15 divided into five equal rows. How many fish are in each row? Well, you can 21:21 count 1 2 3 four. So, the five rows times four in each row 21:28 is equal to 20 um fish. So, 20 total fish divided into five rows. 21:37 Um and that means there are four per row. So, there are four fish in each 21:42 row. All right. Now, number three. 21:48 Use the redraw right process to solve the problem. All right. So, RDW 21:55 number three. 18 flowers are shared equally among three bases. How many 22:00 flowers are in each base? All right. So, let's see. 18 flowers. 22:09 Let's draw a tape diagram. The total is 18. 22:16 and it's shared among three vases. So, how many in each vase? We can keep on 22:22 drawing dots and then counting until I reach 18. 22:27 All right. So, 1 2 3 22:34 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18. 22:48 So, 18 total flowers. That means 18 22:54 flowers divided among three vases equals 1 2 3 4 5 six in each vase. 23:03 So there are six 23:10 flowers in each vase. 23:18 All right, next page. 23:24 Use the red draw right process to solve the problem. Number four. Casey 23:31 practices the piano for 62 minutes. She practices the piano 16 minutes more than Gabe. How 23:39 many minutes does Gabe practice the piano? All right, I'm going to make tape 23:44 diagram. C for Casey, 23:50 she practices 62 minutes. And then Gabe practices 60 minutes less since she 23:57 practices 16 minutes more. So the unknown here, what we're trying to figure out is how many minutes Gabe 24:04 practices. And we know this over here is 16. So to do that, let's do 62 - 16. 24:14 and 62 - 16 that will give us 46. 24:21 So that means game practices 24:30 for 46 minutes. 24:37 All right. Now 18. 24:42 This is the explanation part number one. Four friends equally shared 36 jelly 24:49 beans. How many jelly beans will each friend get? A circular tape diagram that 24:55 represents the problem. All right. So 36 jelly beans and we know 25:00 it's being shared among four friends. So this would be the correct answer since they are already divided into four 25:08 sections for the four friends. Um, but this one however they did not do that. 25:13 They just kept on they just wrote one four. So this would be correct if the 25:19 problem was like there was 36 jelly beans and each friend gets four. How 25:24 many friends are sharing it? But in this case what we know is how many friends 25:30 are sharing it. So how many groups they're being into separated into. So we 25:35 know the groups which means you can group it already. So that means this would be the correct answer. 25:44 And now B complete the question and statement. 36 / 4 equ= 9. So each friend 25:55 gets nine jelly beans. So 36 divid into four groups is 9. 26:01 All right. Next page. Use the redraw right process to solve 26:08 each problem. Number two, Mia divides 55 26:13 crackers equally onto five trays. How many crackers are on each tray? 26:20 So 55 divide into five. Um so that's what they did here. And 26:26 then they just divided um 55 into five groups to get 11. So 26:34 there's 11 on each tray. Number three, 26:40 Mr. Lopez has 40 paint brushes for art class. He puts all them on tables. Each 26:48 table gets five paint brushes. How many tables get paint brushes? 26:53 So he puts them all on tables. 40 paint brushes and each table gets five. So how 27:00 many tables? So here what we do know is a total and the amount in each group but 27:06 we don't know the number of groups. So in this case this kind of number this kind of tape diagram would be correct 27:12 and I can keep on drawing five until we reach 40. So 40 / 5 is 8. So eight 27:19 tables get paint brushes. Okay. 27:25 And now over here subtract show how you know 92 - 68. 27:34 So 68 is close to 70. So this is what they did. They did a number line and 27:43 they started at 92 and first they subtract 70 since 68 is close to 70. So 27:51 70 could be a benchmark number and after they subtract 70 they add back the two 27:57 extra that they subtracted. So then total they subtracted 68 still. 28:03 So they added back that two and that's how they got six um 24. 28:13 Okay. All right. Now this is lesson 18. Let's 28:18 get started. Number one, 15 rings are sorted into three equal groups. How many 28:25 rings are in each group? A. Circle the tape diagram that represents the problem. So, first let's figure out what 28:32 we know. We know the total 15 rings and we know um the total number of groups 28:39 since it says it's sorted into three equal groups. So, in that case, this tape diagram would be correct since it's 28:46 separated into three groups. and you just need to find out how many in each group. So this tape diagram is wrong. 28:53 But if the problem was different and we knew the total and the number in each 28:59 group, then this tape diagram would be correct. So now B complete the equation and 29:06 statement. So 15 rings / 3 equals 5 in 29:12 each group. So there are five rings in each group. 29:17 All right. Next part. Use the redraw right process to solve each problem. 29:25 Two. Five friends equally share 35 glow sticks. How many glow sticks does each 29:32 friend get? All right, let's do our tape diagram. 29:39 We know the total and that's 35 glow sticks and it's being shared among five 29:46 friends. So we can keep drawing until we reach 29:51 figure out how many um glow sticks each one gets. 1 2 3 4 5 30:00 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 30:13 21 22 23 24 25 26 27 28 29 30 31 32 33 30:23 34 35 So here 35 glow sticks divide among five 30:31 friends um gives seven glow sticks per friend. 30:36 So that means each friend 30:43 gets seven glow sticks. 30:53 Okay. Now number three. 30:58 The store has 70 books on shelves. There are 10 books on each shelf. How many 31:05 shelves have books? All right. What do we know? We know the total 31:14 of books number of books and that's so many. We know how many in each group cuz 31:20 we know 10 on each shelf. But how many shelves? So I just have 10 here. 31:26 So let's keep drawing to reach 70. 10 20 31:31 30 40 50 60 and 70. So this means 70 books 31:41 divided by 10 on each shelf equals seven 31:46 total shelves. So, seven shelves 31:53 have books. 31:59 All right, next page. Subtract. Show how you know. Number 32:06 four. 64us 37. 32:12 All right. So, we know 37 is close to 40. So, we're going to draw our number 32:17 line, start at 64, going to subract 40, 32:26 and that'll give me 24. But we subtracted too much because we're only 32:31 subtracted. We're only supposed to subtract 37. So, um, 40 is three away 32:37 from 37. So, now we need to add back the three that we subtracted to get 27. 32:46 So that means 64 - 37 is 27. And this is how we know. So yeah, pretty simple. 32:54 This whole topic, these lessons were just more about division and deepening 33:01 our understanding of how it works and um the concept. So yeah and next time we'll 33:08 be going on to topic E which will we'll learn more about the application of 33:14 multiplication and division concepts. So just strengthen our understanding of it again. So yeah. All right. Thank you 33:22 guys so much for watching. I hope this video helps and please don't forget to 33:27 like and subscribe because it really helps out my channel. See you guys next time. Bye.”
Teacher Guide & Tips
- Use this packet as a review or for independent practice after introducing division concepts.
- Discussion Question: How does understanding multiplication help you solve division problems?
- For struggling learners, encourage drawing visual aids like groups of objects or tape diagrams for each problem.
- Advanced learners can explore real-world scenarios where division is used and create their own word problems.
- Estimated time: 2-3 class periods.
Grade 3 Math: Division Concepts
This 3rd-grade packet covers Lessons 15-18 from Eureka Math Squared Module 1, Topic D. It reinforces understanding of division through various problem-solving strategies, including drawing pictures, tape diagrams, and using equations. The packet also includes practice with addition and subtraction.
What is Diffit?
Teachers use Diffit to get quality materials for their unique classrooms. Adjust difficulty, add scaffolds, or change the topic to get started.
Try Diffit for free