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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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Remainder is a noun that means the part of something that is left after the other parts have gone, or the amount left when one number cannot be exactly divided by another. Learn more about its usage in mathematics, business, and other contexts with examples and translations.
Learn what is a remainder in maths, how to find it using a formula, and see examples of division with remainders. A remainder is the value left after the division is completed, such as 1 when 25 is divided by 4.
- A remainder is the value that is left after the division is completed.
- When 25 is divided by 4, 1 is the remainder.
- The formula to find the remainder is given by: Remainder = Dividend – (Divisor x Quotient)
- 17 divided by 5 = 3 R 2 Where 3 is the quotient and 2 is the remainder.
- 65 ÷ 6 = 10 R 5 Since, 6 x 10 = 60 and adding 5 gives 65
- 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
- GeneratedCaptionsTabForHeroSec
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 is a remainder in math and how to find it in a division problem. See the formula, examples, and practice problems on remainder with Splashlearn Math.
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.
Learn what is remainder in division, how to find it using long division, and how to represent it as a mixed fraction. See examples of remainders and their properties with solutions and worksheets.
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 mean the part or portion that is left, the amount that remains when one number cannot be divided by another, or a book that is sold at a reduced price. Learn more about its usage, pronunciation, and origin with Collins English Dictionary.
