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- Dictionaryremainder/rɪˈmeɪndə/
noun
- 1. a part of something that is left over when other parts have been completed, used, or dealt with: "leave a few mushrooms for garnish and slice the remainder"
- 2. a property interest that becomes effective in possession only when a prior interest (created at the same time) ends.
verb
- 1. dispose of (a book left unsold) at a reduced price: "titles are being remaindered increasingly quickly to save on overheads"
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Learn the meaning of remainder as a noun, adjective, and verb, with synonyms, examples, and word history. Find out how remainder is used in law, math, and grammar.
REMAINDER definition: 1. the part of something that is left after the other parts have gone, been used, or been taken…. Learn more.
- What Is A Remainder in Math?
- Parts of A Division
- Remainder in Division: Examples
- Remainder Formula
- How to Find The Remainder
- Long Division Method
- Properties of A Remainder
- Learn About Remainder with An Activity
- How to Represent The Remainder
- Facts About Remainder
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A remainder is something which is “left over” or “remaining.” So, What does remainder mean in a division problem? The meaning of remainder is the leftover value or the remaining part after a division problem is called a remainder. In a division problem, there are two cases. 1. When a number is completely divisible by another number: In this case, w...
The four important parts of any division problem are: 1. Dividend 2. Divisor 3. Quotient 4. Remainder In a division problem, the number that is being divided is called dividend. The number that divides the dividend is called divisor. The result of the division is called a “quotient.” When the dividend is not completely divided by the divisor, the l...
Let’s discuss a few examples. Example 1: Suppose you have 9 flowers (9 is the dividend). You wish to divide the flowers equally into 2 groups (2 is the divisor). Each group will have 4 flowers (4 is the quotient). Thus, 8 flowers get distributed equally and 1 flower is left over. Example 2: The number 16 is not exactly divided by 5. The closest val...
In a division problem, the dividend, divisor, quotient and remainder are related by the following equation Dividend=(Divisor×Quotient)+Remainder Thus, we can express the remainder as Remainder=Dividend−(Divisor×Quotient)
How to find a remainder in a division problem? Let’s understand the steps with an example. This method is convenient to use when the numbers involved are small and easy to use for calculations. Example: Find the remainder when 69 is divided by 6. Step 1: Identify the parts of the division. Here, dividend =69, divisor =6 Step 2: Check if the dividen...
The best way to find the remainder is the long divisionmethod. When the dividend is a large number, it is better to use the long division method. It is a method for dividing large numbers into smaller groups or parts. It helps to break down a problem into simple and easy steps. Note that the remainder always has to be less than the divisor. If it i...
A remainder is always less than the divisor.If one number (divisor) divides the other number (dividend) completely, then the remainder is 0. It is referred to as a complete division.If a dividend is a multiple of the divisor, then the remainder is 0.Long division is a method that allows us to divide large numbers into multiple smaller groups or parts. When we divide a dividend with a divisor, the quotient obtained is the number of groups that can be made, and the remainder identifies how many elements or numbers that will be left ungrouped. Let’s do a fun activity and understand both division ...
We can represent the parts of the division problem using a single equation. Example 1:If you have 9 toffees and you share it equally with your four friends. How many toffees will you have? If you give two toffees each to your friends, you would have shared 8 toffees. Only 1 toffee will remain with you, and this leftover of 1 toffee is called the re...
When one number divides another number completely, the remainder is 0 and the division is called complete division.
Learn what a remainder is in math and how to find it in a division problem. See examples, formulas, and activities to practice remainder with Splashlearn.
noun. something that remains or is left: the remainder of the day. Synonyms: overage, rest, excess, remnant, residuum. a remaining part. Arithmetic. the quantity that remains after subtraction. the portion of the dividend that is not evenly divisible by the divisor.
Remainder is a word that can be used as a noun, adjective, or verb. It can mean the part or portion that is left, the amount that remains when one number cannot be divided by another, or the reduced price of a book that is not selling well.
Learn what a remainder is and how to find it in division problems. See an illustrated definition, an example with 19 and 5, and a calculator to practice more.
A remainder is what's left over in a division problem. Learn how to find remainders with diagrams, examples and questions from Khan Academy.
- 2 min
- Sal Khan
