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Put the dividend along divisor in the tool fileds, and the remainder calculator will divide them to evaluate the remainder and quotient.

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The remainder calculator helps you to divide any number and expresses the final results as a mixed number, where the whole number part represents the quotient and the fractional part represents the remainder.

- The number we're dividing is called the
**Dividend** - The number that divides the dividend is known as the
**Divisor** - The result of the division is known as the
**Quotient** - The amount that is leftover after performing division operations is known as the
**Remainder**

The below equation holds the key to understanding how the four division operations interact. So follow the below formula:

For the division of **30 ÷ 8**

**Divisor = 8****Dividend = 30****Remainder = 6****Quotient = 3**

**Step # 1: Perform the Division: ** Divide the dividend by the divisor. For Example you want to calculate **12 ÷ 4 = 3**

**Step # 2: Identify the Whole Number Part:** The whole number part of the result is the quotient. So, the **whole part = 3**.

**Step # 3: Multiply the Divisor by the Quotient:** Multiply the divisor by the quotient. So, we get: **4 × 3 = 12**

**Step # 4: Subtract the Product:** Subtract the product obtained from the dividend to get remainder. **12 - 12 = 0**

**Step # 5: Express the Remainder:** The remainder is the amount left over after performing the division. So, **remainder = 0**.

Long division is the method for dividing a large number (dividend) by a smaller number (divisor) to get a quotient and remainder. This process continues until the remainder is no longer divisible by the divisor.

The remainder is 2, for 9602 ÷ 3.

When you find out the remainder, as an alternative R simply write a fraction where the remainder is divided by the divisor. **i.e,** R / D Example: 30/8 = 3(8/6)

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