Long Division Worksheets Two-Digit Divisors

📆 Updated: 1 Jan 1970
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🔖 Category: Other

Are you struggling to find engaging and effective ways to teach long division with two-digit divisors? Look no further! This blog post will introduce you to a range of high-quality worksheets designed specifically to help students master this complex math concept. With clear instructions and a variety of practice problems, these worksheets make learning long division both accessible and enjoyable for students of all ability levels.



Table of Images 👆

  1. 2-Digit Divisor Long Division Worksheets
  2. 2-Digit Long Division with Dividend
  3. Double-Digit Division Worksheets
  4. 2-Digit Division Worksheets
  5. Two-Digit Division Worksheets
  6. Two-Digit Divisor Long Division
2-Digit Divisor Long Division Worksheets
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2-Digit Long Division with Dividend
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Double-Digit Division Worksheets
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Double-Digit Division Worksheets
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2-Digit Division Worksheets
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Two-Digit Division Worksheets
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Two-Digit Divisor Long Division
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What is long division?

Long division is a method used in mathematics to divide large numbers into smaller ones by repeatedly subtracting multiples of the divisor. It involves breaking down the division process into smaller steps, making it easier to divide numbers that are not easily divisible mentally.

How is a two-digit divisor different from a one-digit divisor?

A two-digit divisor is different from a one-digit divisor in that it is a number greater than nine and less than 100, while a one-digit divisor is a number between one and nine. This difference affects the process of long division as when dividing by a two-digit divisor, the process typically involves more steps and potentially more complex calculations compared to when dividing by a one-digit divisor.

What is the purpose of using long division with two-digit divisors?

The purpose of using long division with two-digit divisors is to accurately divide a larger number by a two-digit number in order to find the quotient and remainder. This method allows for a step-by-step breakdown of the division process, making it easier to understand and compute the division of the numbers involved. It helps in practicing division skills and mastering the concept of dividing larger numbers by two-digit divisors.

How do you set up the division problem when using a two-digit divisor?

To set up a division problem with a two-digit divisor, place the divisor outside the division bracket and the dividend inside the bracket. Make sure the divisor is aligned with the first digit of the dividend. If the divisor does not divide into the first one or two digits of the dividend, include additional digits from the dividend until you have a number that the divisor can divide. Once you find the quotient for that portion, subtract to find the remainder and bring down the next digit to continue the division process until all digits have been divided.

What is the first step in the long division process with a two-digit divisor?

The first step in the long division process with a two-digit divisor is to divide the first two digits of the dividend by the divisor to get the first digit of the quotient.

How do you determine how many times the divisor goes into the dividend?

To determine how many times a divisor goes into a dividend, you need to perform the division operation. Divide the dividend by the divisor, and the whole number result is the number of times the divisor goes into the dividend. If there is a remainder, it means the divisor does not divide the dividend evenly.

What do you do with the quotient after finding how many times the divisor goes into the partial dividend?

After finding how many times the divisor goes into the partial dividend, you multiply this quotient by the divisor to get the product. This product is then subtracted from the partial dividend to find the new partial dividend which will be used to repeat the division process.

What is the next step after finding the quotient for the first digit in the divisor?

After finding the quotient for the first digit in the divisor, the next step is to multiply this quotient by the entire divisor. Then, subtract this result from the first group of digits in the dividend to obtain a new, smaller dividend. This will be the new number that you will use to continue the long division process for the next digit in the quotient.

What do you do with the remainder in the long division process with two-digit divisors?

In the long division process with two-digit divisors, the remainder is typically placed next to the quotient as a fraction over the divisor. If there is no remainder, the fraction is simply omitted.

How do you know when to stop dividing in the long division process with two-digit divisors?

You know when to stop dividing in the long division process with two-digit divisors when the divisor cannot fit into the remaining digits of the dividend. This happens when the divisor multiplied by the quotient is equal to or greater than the current partial dividend. At this point, the division is complete, and any remaining digits can be considered as the remainder.

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