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Converting units: minutes to hours

Converting metric units Video transcript How many hours are in minutes? And we can write it as a decimal or a fraction. So essentially, we're going to take minutes and divide them into groups of Why 60?

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Because we know that one hour is equal to 60 minutes. So it's essentially saying, how many groups of 60 minutes can we divide into.

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Or another way of thinking about that is, well, what is divided into groups of This is how many hours we're going to options for 4 minutes. So let's do that.

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Let's take and divide it by So let's see, 6 goes into 54 9 times. So 60 is going to go into 9 times.

Converting units of time review (seconds, minutes, & hours)

We're going to have a little bit left over. So we have 9 times 60 is We subtract. We have 9 left over. And now let's see, we have a little left over, so we're going to get a decimal.

Zachary Schwartz, MSc, has no relevant conflicts of interest to report. Kiran D. David C. Howard David C.

So let's put a decimal place right over here and let's throw some 0's over there. Let's bring down a 0. So we bring down a 0. And we subtract.

We get Let's bring down another 0. And so we get to Subtract and we are done.

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So you divide into groups of You can divide it into 9. A group of 60 minutes is an hour.

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So this minutes is 9. I want to make sure that we can visualize that properly. So let's actually construct what 9. So let me draw a little line here, and on the top I'll label Hours, and on the bottom I'll label Minutes. So this is 0 hours, 0 minutes. And now we have 1 hour, which is 60 minutes.

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Now we have 2 hours, which is minutes. Then you have 3 hours, which is minutes. Then you have 4 hours, which is minutes. Let me copy and paste this someplace where I have more real estate.

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So let me clear that. And then let me paste that someplace where I don't run into my other math that I did.

All right. So then you have 8 hours is minutes. And then you have 9 hours. Notice, I'm just adding 60 minutes every time. Or another way you could think about it is, well, if each hour is 60, 9 times 60 options for 4 minutes And we don't want to go to just We have another 9 left.

So then we have to go another 9 minutes to go to So you have 9 minutes left over. So another way of thinking about this, is that is 9 hours. And then you have 9 minutes left over. And 9 minutes is what fraction of an hour? Well, 60 minutes is a whole hour.

So you could write it this way. Or we could write this as an equivalent fraction. Let's see, 20 divided by 3. It's definitely going to be smaller than 1, because 3 is smaller than So let's throw some 0's on here.

Subtract, we get a Bring down a 0. And we are done.

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So notice, 3 over 20 is the exact same thing. These are all equivalent answers.