- Subtracting decimals: 9.57-8.09
- Subtracting decimals: 10.1-3.93
- Subtraction strategies with hundredths
- More advanced subtraction strategies with hundredths
- Subtract decimals < 1 (hundredths)
- Subtract decimals and whole numbers (hundredths)
- Subtract decimals (hundredths)
- Subtract decimals: FAQ
To find the least common denominator of two fractions, we can either list out the multiples of the two denominators until we find a common one, or use prime factorization. Once we've found the least common denominator, we can rewrite the fractions so they both have this denominator, and then add them together. Created by Sal Khan.
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- So slightly off-topic...
I quit marijuana recently, and as I do these exercises and get further into Khan Academy, I keep wondering if people can do these exercises easily in their head. Give me a pen and paper and these problems are like nothing, because I understand them conceptually, but in my head I can barely keep track of the answers generated at each step.
Just curious if I'm the only one that needs a pen and paper for this simple stuff.(11 votes)
- Some people can do these kinds of things in their heads, but don’t beat yourself up if you can’t. It gets easier with practice and as you find your own shortcuts. :)(11 votes)
- I now how to do it but I can't do it sideways I now it doesn't mater if it is sideways or not(3 votes)
- Do it the way that makes it easier for you...but sometime in your life you will have to learn it sideways(2 votes)
- Here's a question, what's 95.23 minus 56.54? This may be easy to know so here it is! You take away the two to make it into one, and the three becomes 13 so 13 minus 4 is 9. You take away one number from five to four and then the one becomes into 11, and, 11 minus 5 is 6. You take away one number from nine to eight and the 4 becomes into 14, so 14 minus 6 equals 8. This is the last and most simple but not least, 8 minus 5 and it's 3! So, the answer was 38.69, and there it is!(4 votes)
- so when you line up all the numbers will you subtract left to right or the other way around??(2 votes)
- do we have to line it up exactly?(1 vote)
- You cant take a hundredth away from a 10th and vice versa. Think of fractions: you can't subtract 3/5 - 1/3, you need a common denominator. The same thing with decimals. So we subtract hundredths from hundredths, and tenths from tenths. And when you don't have enough hundredths, you borrow 10 hundredths from the tenths (1/10=10/100). So once you line it up, it's the same as any other subtraction problem, just with a decimal in the middle.(2 votes)
- if I go on youtube and search this will this vid come up? Or is it only on the site?(1 vote)
- I don't understand this concept on the video(0 votes)
- Try to do the problems without the decimals first and then try to put them back and do them.
It should still all work the same way. The only difference is that the numbers that are to the right of the decimal are just showing that they are units but they are not enough to create 1 whole unit.(4 votes)
Let's try to subtract 9.57 minus 8.09. So try to pause this video and figure this out first before we work through it together. All right. Well, let's just rewrite it. Let's rewrite it. And when I rewrite it, I like to line up the decimals. This one it's a little intuitive. We have 8.09. Just like that, and now we're ready to subtract. And we want to subtract 9 hundredths from 7 hundredths. Well, we don't have enough hundredths up here so let's move over here. Let's see if we can do some regrouping so we always have a higher number on top. So over here we want to subtract 0 tenths from 5 tenths so we have enough tenths over here. So let's regroup. So instead of 5 tenths, I'm going to have 4 tenths, and then I'm going to give that other tenth, which is the same thing as 10 hundredths over here, so this becomes 17 hundredths. 17 minus 9 is 8. 4 minus 0 is 4. And then I have 9 minus 8 is 1. So this is going to be 1.48.