Triple Digit Division with No Remainders Worksheets
How to Practice Triple Digit Division - Since division is perceived by many students as one of the most difficult mathematical operations or techniques to learn, dividing two single-digit numbers can be difficult for a child at first, let alone diving double or triple-digit numbers. But in the later grades, a child needs to be able to solve complex division sums involving 2, 3, or more digits. Practicing the division of two triple-digit numbers can be difficult in the beginning, but once they are practiced daily, and one gets a hold of them, they can become pretty easy. Certain things must be kept in mind while dividing two triple-digit numbers. For clarity, these sums of divisions involving two or more digits must be solved in a step-by-step method. The triple-digit divisor must be multiplied by a suitable quotient, which will give an answer that will be easily subtracted from the dividend. This process will be repeated until no remainder is left and a proper quotient is obtained.
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Basic Lesson
Demonstrates how to solve a triple digit division problem. Example: Divide 2 into 148. As the divisor 2 is larger than 1 we shall take 4 along with 1. Saying the table of 2 to reach 14 we know 7 times 2 is 14. So we write 7 in the quotient and under 14 we write 14.
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Intermediate Lesson
Walks students step-by-step through triple digit division problems. 2 practice problems are available. Example: Divide 999 by 3. Saying table of 3 to reach 9 we know 3 times 3 is 9. So we write 3 in the quotient and under 9 we write 9. On subtraction we get 0 as a remainder.
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Independent Practice 1
Asks students to determine the quotient in 20 division problems. The answers can be found below.
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Tricky...
Divide 110 into two parts so that one will be 150 percent
of the other. What are the 2 numbers?
44 and 66. Guess & check is one method for solving this problem since
you know 55 is half the number and you need to increase that to find the
answer.