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### Course: 3rd grade (Eureka Math/EngageNY)>Unit 2

Lesson 4: Topic D: Two- and three-digit measurement addition using the standard algorithm

Learn to use regrouping, or carrying to add 709+996, 373+88, and 149+293. Created by Sal Khan.

## Want to join the conversation?

• What is "regrouping"? Is it the carrying of the 1s? Or is it the moving the 88 under the 373 as in the middle problem? I learned addition about 60 years ago, and the term "regrouping" wasn't used back then?
EDIT: I figured it out from the lesson on subtraction. It's both "carrying" and "borrowing". Thanks anyway! My mistake.
• Regrouping is carrying of the 1's in an addition problem, and borrowing of the 1's in a subtraction problem. So regrouping in addition and subtraction problems is the exchange of 10 ones for a ten (or the reverse exchange), 10 tens for a hundred (or the reverse exchange), 10 hundreds for a thousand (or the reverse exchange), and so on.

Have a blessed, wonderful day!
• Well good question, regrouping is technically carrying but subtraction (plz give me a vote 🥺)
• ok I will
• why is the middle one horizontal at in the video?
• As Sal explain from onward, the reason it was initially horizontal, is to remind us, how we have to put the numbers vertically, with the ones aligned, and the tens aligned.
It's just a reminder that an addition might be presented in a test in this (horizontal) notation, and that we have to arrange them in the specific way to carry out the addition procedure.
• whats is 5000 + 8000 + 90 + 3
• 13093

Think like this,
5 + 8 = 13
so 5000+8000=13000
and 90 + 3= 93
so just take 93 and put it into the tens and ones place in 13000
13000+93=13093!
• I dont under stan
• What is 53+53+53+53+53 is it let me think....... if my caculations are correct it is....... 265 am I right?
(1 vote)
• yes u are!!
(1 vote)
• can you learn math in any age and your shoes are un tide
(1 vote)
• Whats 5543+7820 equals what?
(1 vote)
• it will equals 13363 claraM
(1 vote)
• i was working with 2 khan files at onse while i was doing add within 1000 but the moment i fineshed it this video ended so the lesson was fineched this is true