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Name: Date: 2 Digit Divisors with 3 Digit Dividends INSTRUCTIONS: Fill in the blank. 1. 399 19 21 2. 288 12 24 3. 986 34 29 4. 697 17 41 5. 473 43 11 6. 840 15 56 7. 999 27 37 8. 714 42 17 9. 512
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How to fill out 2 digit divisors with
Point by point, here's how to fill out 2 digit divisors:
01
Begin by identifying the dividend and the divisor in the division problem. The dividend is the number being divided, and the divisor is the number dividing the dividend.
02
Ensure that the divisor is a 2 digit number, meaning it must be between 10 and 99. For example, if the divisor is 45, it is a 2 digit divisor.
03
Divide the first digit of the dividend by the divisor. If the first digit is not divisible by the divisor, move to the next digit and combine it with the previous digit to make a 2 digit number. Continue dividing until a digit or combination of digits is divisible.
04
Write the quotient above the dividend, directly above the digit(s) being divided. If the quotient is not a whole number, write a decimal point above the dividend and continue dividing.
05
Multiply the quotient by the divisor and write the resulting product below the digit(s) being divided.
06
Subtract the product from the digit(s) being divided and write the difference below the line.
07
Bring down the next digit of the dividend and continue dividing and subtracting as necessary until all digits have been processed.
08
Repeat the process until there are no more digits in the dividend.
As for who needs 2 digit divisors:
01
Students learning long division in mathematics class may encounter problems that require the use of 2 digit divisors.
02
Individuals working in fields such as engineering or finance may need to perform calculations that involve dividing larger numbers, where 2 digit divisors can be useful.
03
Everyday situations, such as splitting expenses among a group of people or calculating discounts based on percentages, may also require the use of 2 digit divisors.
Remember, understanding how to fill out 2 digit divisors and when they are applicable can be helpful in various academic, professional, and real-life scenarios.
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