www.khanacademy.org/math/cc-sixth-grade-math/cc-6th-arithmetic-operations/cc-6th-dividing-decimals/v/dividing-a-whole-number-by-a-decimal

When **dividing** a whole number by a decimal, you're going to need to change that
decimal into a whole ... Prepare with these 4 lessons on Module 2: Arithmetic
operations including **dividing** by a fraction. ..... Subtract, you have no **remainder**.

www.webmath.com/divide.html

**Divide** Two Numbers - powered by WebMath. ... solution for the division of two
numbers. Fill in the division problem with your numbers, then click "**Divide**." ...

www.math-only-math.com/division-by-10-and-100-and-1000.html

Will give quotient **45 remainder** 362. The 3 digits in the ONES, TENS,
HUNDREDS places form the **remainder**. (iii) 3851 ÷ **1000**. Number is **Divided by**
**1000**.

www.themathpage.com/arith/divide-whole-numbers.htm

Finally, "5 goes into 48 nine (9) times (**45**) with 3 left over." division. Write 9 over
the 8. The final **remainder** is 3. division. This problem will illustrate the following ...

gmatclub.com/forum/what-is-the-remainder-of-49-1000-divided-by-50961.html

3 is the **remainder** of 49 **divided** by 23 => 49^**1000** has the same **remainder**,
when **divided** by 23, as 3^**1000**! 2. Find the CYCLE: ... So, **divide** it by 23 again,
and get the new **remainder**: 16! 3^4 = 81. ..... GMAT 1: 770 Q50 **V45**.

www.mathsonline.org/pages/longdiv.html

It is the preferred method when **dividing** by a number with two or more digits,
particularly if the division is not exact. It can be used to calculate a **remainder** or ...

www.calculatorsoup.com/calculators/math/longdivisiondecimals.php

**Divide** until the **remainder** is zero, or until you have enough decimal places in
your answer. You can also stop if the **remainder** repeats because this indicates ...

www.mhschool.com/math/2009/ca/assets/Divide_Whole_Numbers_Student_Material.pdf

**Divide** multiples of 10, 100, and **1,000** mentally. □ Estimate ... Interpret
**remainders** in division problems. □ Solve .... 4 DOGS Six dogs equally share a
**45**-pound bag of dog food .... A **remainder** is the number left after a quotient is
found.

www.quora.com/What-is-the-remainder-when-3-1-000-is-divided-by-23

This answer will make use of modular arithmetic[1]. In terms of modular arithmetic
, this question ... When 3^**45** is **divided** by 4^5, what's the **remainder**?