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The long division algorithm CAN be understandable rather than just a procedure to memorize. Here's how we can think about it:

47,564 views • 2 years ago •via X (Twitter)

10 Comments

Apple for the Teacher's profile picture
Apple for the Teacher2 years ago

Why didn’t they tell me this when I was in the 5th grade?? Thank you!! 🙌🤗❤️

Ellen Johnson's profile picture
Ellen Johnson2 years ago

I teach it this way with base 10 blocks, doing the two side by side. 🙂 I like the money idea too!

MsM 💙🇺🇸🇺🇦🌎🌍's profile picture
MsM 💙🇺🇸🇺🇦🌎🌍2 years ago

✔️. Teach the concept of “regrouping” from the start w/ addition & subtraction before students ever get to multiplication & division instead of the terms “carry” & “borrow”. Hands-on materials instead of memorizing procedures! Teach for understanding. Concrete before abstract.

Holly McEnaney's profile picture
Holly McEnaney2 years ago

Genius 🙌

'Abdu'l-Karim Ewing-Boyd's profile picture
'Abdu'l-Karim Ewing-Boyd2 years ago

When I explain division, I don't tell people to 'bring down' the number. Instead, I would point out that when we gave each person 1 $100 bill, we gave away $300.

Erika-Leigh Howard's profile picture
Erika-Leigh Howard2 years ago

This is so clear! Can’t wait to share it with my son who’s learning long division right now. Thank you!!

Rik's profile picture
Rik2 years ago

I worked in my field for 20 years before I went to grad school. I was amazed at how much I didn't know. I learned my knowledge was limited and with few exceptions our base of knowledge can be expanded. We say "lifetime learning" but do we truly understand what it means?

Jung Byun Lau's profile picture
Jung Byun Lau2 years ago

love this explanation!

Joseph Espinosa's profile picture
Joseph Espinosa2 years ago

I would add that it is equal sharing and not just sharing. We are sharing 432 using direct place value into 3 equal groups and after we are done we know each group is 144.

Smilyspook's profile picture
Smilyspook2 years ago

I don't need this now Howie, you've taught me partial quotients 🤣I just need to practise pq's and given I'm nearly 61 I am literally a dog learning a new trick. This explanation on Long Division is excellent btw.

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