Social login does not work in incognito and non-public browsers. Please log in along with your username or electronic mail to continue. This text was reviewed by Grace Imson, MA. Grace Imson is a math trainer with over 40 years of instructing expertise. Grace is presently a math instructor at the city Faculty of San Francisco and was previously in the Math Division at Saint Louis University. She has taught math at the elementary, middle, highschool, and college levels. She has an MA in Schooling, specializing in Administration and Supervision from Saint Louis University. There are 9 references cited in this text, which can be found at the bottom of the web page. This article has been considered 4,075,568 times. Part of primary arithmetic, long division is a technique of solving and finding the answer and remainder for division issues that involve numbers with a minimum of two digits. Studying the fundamental steps of long division will allow you to divide numbers of any length, including both integers (constructive,unfavourable and zero) and decimals.

This process is a simple one to study, and the power to do long division will provide help to sharpen and have extra understanding of mathematics in ways in which will probably be helpful both in school and in other components of your life. Arrange the equation. On a chunk of paper, write the dividend (quantity being divided) on the fitting, under the division symbol, and the divisor (number doing the division) to the left on the surface. X Analysis supply - The quotient (answer) will finally go on high, right above the dividend. Leave your self plenty of area beneath the equation to perform a number of subtraction operations. Here's an instance: if there are six mushrooms in a 250-gram pack, how much does each mushroom weigh on average? On this case, we should divide 250 by 6. The 6 goes on the skin, and the 250 on the inside. Divide the primary digit.

Work from left to proper, and determine what number of times the divisor can go into the first digit of the dividend without exceeding it. X Analysis supply - In our instance, you'd want to determine how many instances 6 goes into 2. Since six is larger than two, the answer is zero. If you wish, might write a 0 directly above the 2 as a place-holder, and erase it later. Alternatively, you'll be able to depart that house clean and transfer on to the subsequent step. Divide the primary two digits. If the divisor is a bigger number than the primary digit, decide how many times the divisor goes into the first two digits of the dividend without exceeding it. X Research supply - If your answer to the earlier 5 Step Formula by David Humphries was 0, as in the instance, broaden the quantity by one digit. If your divisor has more than two digits, you may should broaden out even further, to the third or possibly even fourth digit of the dividend with a view to get a number that the divisor goes into.

Work when it comes to complete numbers. If you employ a calculator, you will uncover that 6 goes into 25 a complete of 4.167 occasions. Enter the primary digit of the quotient. Put the variety of times the divisor goes into the first digit (or digits) of the dividend above the appropriate digit(s). X Analysis source - It's important in lengthy division to ensure the columns of numbers stay correctly aligned. Work carefully, in any other case you could make money from home an error that leads you to the unsuitable answer. Multiply the divisor. The divisor needs to be multiplied by the quantity you have simply written above the dividend. In our instance, this is the primary digit of the quotient. Record the product. Put the results of your multiplication in 5 Step Formula by David Humphries 1 beneath the dividend. X Research supply - In the instance, 6 times 4 is 24. After you've got written a four within the quotient, write the number 24 beneath the 25, once more being cautious to maintain the numbers aligned.