Video yükleniyor...

Video Yüklenemedi

Bu video yüklenirken bir sorun oluştu. Bu geçici bir ağ sorunundan kaynaklanıyor olabilir veya video kullanılamıyor olabilir.

Ana Sayfaya Dön

Three ways we can think about fraction division:

Howie Hua

100,843 subscribers

16,759 görüntüleme • 1 yıl önce •via X (Twitter)

Bilim & Teknoloji Eğitim

Anya Rossi• Live Now

Private livecam show

5 Yorum

little grey mouse 🐭 profil fotoğrafı

little grey mouse 🐭1 yıl önce

i like to think of fraction division as equivalent to multiplication by the reciprocal of the fraction.

Justin Pickens profil fotoğrafı

Justin Pickens1 yıl önce

And then a new context, every sixth grade teacher: “I don’t get it again!”😀

EcoGal profil fotoğrafı

EcoGal1 yıl önce

@MathleticOne

Lisa Lein profil fotoğrafı

Lisa Lein1 yıl önce

@MrsCohen5th

Kontremine profil fotoğrafı

Kontremine1 yıl önce

Think geometrically

Benzer Videolar

Fraction division CAN be understandable! Here are 3 ways we can think about it.

Fraction division CAN be understandable! Here are 3 ways we can think about it.

Howie Hua

10,174 görüntüleme • 1 yıl önce

$We can make sense of fraction division if we think about it as a missing factor in a multiplication problem.$

We can make sense of fraction division if we think about it as a missing factor in a multiplication problem.

Howie Hua

14,437 görüntüleme • 5 ay önce

$New TikTok video: If we write fraction division like this, we may understand fraction division a little more!$

New TikTok video: If we write fraction division like this, we may understand fraction division a little more!

Howie Hua

64,044 görüntüleme • 3 yıl önce

The long division algorithm CAN be understandable. Here's how we can think about what's happening:

The long division algorithm CAN be understandable. Here's how we can think about what's happening:

Howie Hua

26,217 görüntüleme • 1 yıl önce

$When dividing by a fraction, a lot of people think about the measurement model, but we can think about the partitive model too! Here's why I think the partitive model is powerful.$

When dividing by a fraction, a lot of people think about the measurement model, but we can think about the partitive model too! Here's why I think the partitive model is powerful.

Howie Hua

10,789 görüntüleme • 8 ay önce

The long division algorithm CAN be understandable and not just a procedure to memorize. Here's how we can think about it:

The long division algorithm CAN be understandable and not just a procedure to memorize. Here's how we can think about it:

Howie Hua

16,037 görüntüleme • 1 yıl önce

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

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

Howie Hua

47,571 görüntüleme • 2 yıl önce

$Can you think of a context where we divide by a fraction? Can you visualize dividing by a fraction? If not, find out in this video!$

Can you think of a context where we divide by a fraction? Can you visualize dividing by a fraction? If not, find out in this video!

Howie Hua

35,243 görüntüleme • 2 yıl önce

We don't always have to rely on the standard algorithm when subtracting. Here are two ways we can think about subtraction:

We don't always have to rely on the standard algorithm when subtracting. Here are two ways we can think about subtraction:

Howie Hua

20,697 görüntüleme • 1 yıl önce

$If we write fraction division like this, people may see why "keep change flip" works$

If we write fraction division like this, people may see why "keep change flip" works

Howie Hua

26,220 görüntüleme • 2 yıl önce

$How can we convert a repeating decimal into a fraction?$

How can we convert a repeating decimal into a fraction?

Howie Hua

21,150 görüntüleme • 9 ay önce

$How can we convert a repeating decimal into a fraction?$

How can we convert a repeating decimal into a fraction?

Howie Hua

16,048 görüntüleme • 1 yıl önce

$How can we convert a mixed number into an improper fraction?$

How can we convert a mixed number into an improper fraction?

Howie Hua

19,258 görüntüleme • 2 yıl önce

I think we can all agree that she should be a three time player

I think we can all agree that she should be a three time player

regis

43,939 görüntüleme • 2 yıl önce

JUST IN - 🇺🇸 President Trump's Executive Director on digital assets: "We talked about ways of acquiring more Bitcoin in budget neutral ways." We want "as much as we can get." 🚀

JUST IN - 🇺🇸 President Trump's Executive Director on digital assets: "We talked about ways of acquiring more Bitcoin in budget neutral ways." We want "as much as we can get." 🚀

Bitcoin Magazine

552,853 görüntüleme • 1 yıl önce

$I know this is an unpopular opinion but what if we wrote fraction division like this, at least a couple times? Here's why:$

I know this is an unpopular opinion but what if we wrote fraction division like this, at least a couple times? Here's why:

Howie Hua

11,660 görüntüleme • 9 ay önce

Jesus healed three blind men three completely different ways. So why do we keep expecting God to repeat Himself? You can find Sarah Jakes Roberts’ full message #ThisTimeIsDifferent at

Jesus healed three blind men three completely different ways. So why do we keep expecting God to repeat Himself? You can find Sarah Jakes Roberts’ full message #ThisTimeIsDifferent at

The Potter's House

15,041 görüntüleme • 2 ay önce

I think we can do something about this… LINK HERE:

I think we can do something about this… LINK HERE:

PoliticsGirl

25,447 görüntüleme • 6 ay önce

Buitengebieden Horses can tell. They communicate in ways we have no idea about. They can sense humans and other animals. 📽️B__S

Buitengebieden Horses can tell. They communicate in ways we have no idea about. They can sense humans and other animals. 📽️B__S

floridanow1

178,175 görüntüleme • 2 yıl önce

havent been able to stop laughing about this bc there is only three ways this can go and I literally cant decide which is funnier

havent been able to stop laughing about this bc there is only three ways this can go and I literally cant decide which is funnier

ultima

18,993 görüntüleme • 10 ay önce