When we are offered a long division to perform it will certainly not always work the end to a whole number.

Sometimes there room numbers left over. These are dubbed remainders.

Taking an example comparable to that on the Long department page it becomes more clear: (If you feeling happy through the process on the Long department page you have the right to skip the very first bit.) 4÷25 = 0 remainder 4 The an initial number the the dividend is separated by the divisor.You are watching: 2000 divided by 15 The totality number result is placed at the top. Any kind of remainders space ignored at this point. 25×0 = 0 The answer native the first operation is multiply by the divisor. The an outcome is placed under the number separated into. 4−0 = 4 Now we take away the bottom number indigenous the top number. Bring down the next variety of the dividend. 43÷25 = 1 remainder 18 Divide this number by the divisor. The whole number result is put at the top. Any remainders room ignored in ~ this point. 25×1 = 25 The answer indigenous the above operation is multiply by the divisor. The an outcome is inserted under the last number separated into. 43−25 = 18 Now we take away the bottom number from the peak number. Bring under the next variety of the dividend. 185÷25 = 7 remainder 10 Divide this number through the divisor. The whole number result is inserted at the top. Any kind of remainders space ignored in ~ this point. 25×7 = 175 The answer indigenous the over operation is multiply by the divisor. The an outcome is put under the number divided into. 185−175 = 10 Now we take away the bottom number from the peak number.See more: My Ya Hee My Ya Ha - Ma Ya Hi (Dragostea Din Tei) There is still 10 left over yet no more numbers to carry down. With a long division with remainders the prize is expressed as 17 remainder 10 as shown in the diagram Answer: 435 ÷ 25 = 17 R 10

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