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### Course: 5th grade > Unit 9

Lesson 4: Divide whole numbers by decimals- Visually dividing a whole number by a decimal
- Dividing a whole number by a decimal on a number line
- Division strategies for decimal quotients
- Divide whole numbers by decimals visually
- Pattern when dividing by tenths and hundredths
- Divide whole numbers by 0.1 or 0.01
- Dividing whole numbers by decimals examples
- Divide whole numbers by decimals
- Divide decimals: FAQ

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# Visually dividing a whole number by a decimal

This video is all about understanding how to divide whole numbers by decimals. It emphasizes the concept of partitioning whole numbers into equal groups of a certain decimal value, and counting how many of those groups we can make.

## Want to join the conversation?

- um.. when sal does it his way it makes sense but isn't the answer always supposed to be less than the thing u r dividing?(19 votes)
- I'm not sure but I think so?(0 votes)

- he makes sense its just...I don't get what he is trying to explain.

(vote this)(15 votes) - Can you vote me 50+ times please? I am trying to get incredible answer(12 votes)
- How to multiply whole numbers by fractions?(5 votes)
- Turn the fraction into a decimal(1 vote)

- 0:00- [Instructor] In this video, we're going to see0:01if we can compute what three divided by 0.75 is equal to,0:11and I'll give you a little bit of a hint0:12before I tell you to pause the video.0:14So let's imagine three wholes right over here,0:19and what if we were to think of these three wholes,0:22these three ones, and what if we were to0:24think about them in terms of hundredths?0:26Well then we could, once we express these as hundredths,0:30we could say, well how many groups of 75 hundredths(4 votes)
- what does it mean to be flagged? comment if you know the answer.(4 votes)
- I think the will send you to the police because it happen to me(1 vote)

- this is really helpful if you just started this.(4 votes)
- How do you add the fractions if you have different denominators?(1 vote)
- You can find a common no. between both denominators, multiply them (with the numerator) and then add!(3 votes)

- How does this even work? I have been stuck and rewatching this video multiple times.(1 vote)
- Look, it’s pretty simple. Think of three as three hundredths. Now divide three hundredths into 75 hundredths. What did you get? That’s right, it’s 4. You don’t need to draw pictures for this.(7 votes)

## Video transcript

- [Instructor] In this
video, we're going to see if we can compute what three
divided by 0.75 is equal to, and I'll give you a little bit of a hint before I tell you to pause the video. So let's imagine three
wholes right over here, and what if we were to
think of these three wholes, these three ones, and what if we were to think about them in terms of hundredths? Well then we could, once we
express these as hundredths, we could say, well how many
groups of 75 hundredths can we divide this into? How many equal groups of 75 hundredths? To help you think about that, here's a little bit of a visualization where three is divided into
equal groups of 75 hundredths. So pause this video and use what I have, this little visual here, as a big hint to figure out what three
divided by 75/100 is. All right, now let's do it together. So as I said, we started with three ones, or three wholes, however
you want to think about it, and you could divide division by 75/100 as saying, well how many
equal groups of 75 hundredths can you divide these three wholes into? And so we thought about these three wholes in terms of hundredths, and
the way it's been color coded, it actually has already been divided into four equal groups of 75 hundredths. You can count these, so this is 10, 20, 30, 40, 50, 60, 70, and then five hundredths. So this right over here, this
is one group of 75 hundredths. Then in green you have another
group of 75 hundredths. So you have 10, 20, 30, 40, 50, 60, 70, and then 75, so that right over, let me use a color I can see. This right over here is our second group. This is our first group right over there. Then that's our third group, these are all equal
groups of 75 hundredths, and that's our fourth equal group of 75 hundredths in the green again. So how many equal groups of 75 hundredths can you divide three wholes into? Well, clearly it is equal to four.