Quintuple Digit Division Worksheets
How to Divide Exceptionally Large Numbers - Division does not only involve dividing small numbers, it also entails the division of big or large numbers. To make the division of long numbers easy for you, try out the method of long division, which is by far the best and most effective method to solve division of big numbers. Unlike the four mathematical operations, the method of division moves from right to left. For each digit in the dividend, which is the number you are dividing, the division requires you to complete a cycle of division, multiplication, and then subtraction. Follow the steps to find the solution of large numbers with the help of long division. Start off by writing the dividend and the divisor, then dividing the first one or two digits of the dividend, accordingly, making sure that the number is less than the dividend. After the multiplication step, now subtract the answer to the number you have divided. After you have deducted the number, the answer must be less than the divisor. If it is not, then bring down the number next in line to be divided to make it a new number. If there is not any number left to bring down, then the answer is your remainder.
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Basic Lesson
Demonstrates how to divide a five digit number by a four digit number. Example: Divide 8897 by 124. 7 times 1120 is 7840. So we write 7840 under 8897 and 7 as the quotient. On subtraction, we get a remainder of 1057 and bringing down 0 we get 10570. 9 times 1120 is 10080. We write 10080 under 10570 and 490 as remainder. So the quotient is 79 and the remainder is 490.
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Intermediate Lesson
Walks students step-by-step through dividing a five digit number by a five digit number.
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Independent Practice 1
Asks students to determine the quotient of various division problem. The answers can be found below.
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Homework Worksheet
Reviews Quintuple digit division problems for students to work on at home.
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Divisibility Tips
A number is divisible by: 2 if it is an even number. 3 when the digits added together equal a number divisible by 3. 4 when the digits formed by the tens and ones places are divisible by 4./p>