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### Course: 7th grade (Eureka Math/EngageNY) > Unit 2

Lesson 2: Topic B: Multiplication and division of integers and rational numbers- Multiplying a positive and a negative number
- Multiplying two negative numbers
- Why a negative times a negative is a positive
- Why a negative times a negative makes sense
- Signs of expressions
- Multiplying positive & negative numbers
- Dividing positive and negative numbers
- Multiplying negative numbers
- Dividing negative numbers
- One-step equations with negatives (multiply & divide)
- Multiplying negative numbers review
- Dividing negative numbers review
- Rewriting decimals as fractions: 2.75
- Write decimals as fractions
- Rewriting decimals as fractions challenge
- Fraction to decimal: 11/25
- Worked example: Converting a fraction (7/8) to a decimal
- Fraction to decimal with rounding
- Converting fractions to decimals
- Multiplying positive and negative fractions
- Multiplying positive and negative fractions
- Dividing negative fractions
- Dividing positive and negative fractions
- Negative signs in fractions
- Negative signs in fractions
- Negative signs in fractions (with variables)
- Dividing mixed numbers
- Dividing mixed numbers with negatives
- Simplifying complex fractions
- Expressions with rational numbers
- Simplify complex fractions
- Equivalent expressions with negative numbers (multiplication and division)
- Equivalent expressions with negative numbers (multiplication and division)
- Why dividing by zero is undefined
- Dividing by zero

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# Fraction to decimal: 11/25

Sal writes 11/25 as a decimal. Created by Sal Khan.

## Want to join the conversation?

- when you say to round it up or down and you do it in a test and they want a specific answer will they mark your answer wrong(55 votes)
- it depends. mostly they do want it pacific but in some cases it's fine. go with your gut or watch more videos. still don't know? ask a parent.(10 votes)

- Can't you just do 11/25=44/100=0.44(10 votes)
- That is a good method! but usually in the beginning, you want to do it how he did it because sometimes the numbers won't be even like that.(6 votes)

- im confused because i was doing the same division as him and i got 4 with a repeating bar is that right(9 votes)
- It's weird, all this was 10 years ago or a year ago. not many people are on here(6 votes)
- change the way the comments are sorted from "top voted" to "recent" :)(8 votes)

- RAWRRRR this mad confusing twin ii should probably not sleep ion math it just gets boring(8 votes)
- thank you that is my b-day(9 votes)
- i been watching this for 2 hours i still dont get it(4 votes)
- All you do is divide the numerator and denominator or use a calculator(6 votes)

- im confused @0@ on all of this(6 votes)
- how can you reduce the decimal??(3 votes)
- It means simplify the fraction. Like 4/6 = 2/3(6 votes)

- Help I'm trapped doing this doodie(5 votes)
- I don’t understand.(2 votes)

## Video transcript

Let's see if we can write
the fraction 11 over 25, or we could call
11/25, to see if we can write that as a decimal. And we're going to round it to
the nearest thousandths place. And so another way of
viewing this is 11 over 25, this is the same thing
as 11 divided by 25. So we can literally divide 25
into 11, and whatever we get, that is going to be the decimal
representation of 11/25. And since we're going
to go into the places less than the ones
place, we're going to go into the tenths
place, the hundredths place, and the thousandths place,
let's add some zeroes to this 11 right over here
after the decimal, and now let's start to divide. 25 doesn't go into 1. 25 doesn't go into 11. 25 does go into 110. So 25 goes into 110 four times. 4 times 25 is 100. So it goes into it four times. Let's keep the decimal up here. So we'll write 0.4. 4 times 25 is 100. And now we can subtract
110 minus 100 is 10. And now we can bring
down another 0. 25 goes into 100
exactly four times. 4 times 25 is 100, and then
you subtract, and you get 0. So we actually didn't even
have to round this one. This fraction is exactly 0.44.