If you're seeing this message, it means we're having trouble loading external resources on our website.

If you're behind a web filter, please make sure that the domains *.kastatic.org and *.kasandbox.org are unblocked.

## Arithmetic

### Course: Arithmetic>Unit 14

Lesson 4: Multi-digit division

# Long division with remainders: 2292÷4

Learn to divide 2292÷4 and 1,735,091÷3 with long division. Created by Sal Khan.

## Want to join the conversation?

• Are there any tricks to know how many times a number goes into a bigger number.
• 9 years late but yes, to check if a number is divisible by 11. The trick is to determine whether or not the two numbers on the outside's sum is equal to the one in the middle.
For example:
Is 253 divisible by 11?
Well, 2 + 3 = 5
and the number in the center is 5 ,so yes.
This trick works for all numbers, but what if the number was a 4 digit number? Like this one.
Is 1078 divisible by 11?
Well, what do you do?
You get the numbers like this.
1078 split it apart and get:
10 78
10 + 78
Next, we put subtraction signs between the 2 numbers, like this:
(1 - 0) + (7 - 8)
1 + (-1) --> 1 - 1 = 0
Since 0 can be divided without decimals, 1078 is divisible by 11. There are others but I don't want to put them here xD
• Never gonna give you up never gonna let you down
• What is PEDMAS?
• Actually it's PEMDAS but here: P=Parentheses, E=Exponents, M=Multiplication, D=Division, A=Addition, S=Subtraction. Hope this helped :)
• So if you were to divided this as fraction, would it have to be improper, for example, 765/5?
• This answer is not improper. It depends what number your divisor or dividend than you would have desimals.
(1 vote)
• on the third equation, when you brought down the numbers,it looked like a rainbow 😄😄😄😄
• is it just me or is this hella boring XD
• [Deleted Comment]
• it wont help me i stil need to learn i think i can understand it more when i am at school.

i am lucky i wil get any points :-)
• You could also get points for watching videos