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6th Grade Divisibility Rules Worksheet — Level 3 — Practice Set 2 — Answers

Answer sheet with worked solutions for the 6th Grade factors, multiples & primes worksheet.

Success TutoringWorksheetsAnswer sheet6th Grade · Mathematics · Factors, Multiples & Primes

6th Grade Divisibility Rules Worksheet — Level 3 — Practice Set 2 — Answers

Use the divisibility rules. For 3 and 9 add the digits; for 4 and 8 look at the last two or three digits.

1.80,308 is divisible by 4.

Answer: True

The last two digits make 8, which is divisible by 4.

2.Which number is divisible by 3?
  1. A88,998
  2. B42,875
  3. C47,203
  4. D61,274

Answer: 88,998

The digit sum is 42, which is divisible by 3.

3.Find the missing digit so that 6 (answer space)619 is divisible by 9.

Answer: 5

  1. The digit sum is 27, which is divisible by 9.

Only the digit 5 works.

4.68,144 is divisible by 4.

Answer: True

The last two digits make 44, which is divisible by 4.

5.Which number is divisible by 9?
  1. A89,917
  2. B13,455
  3. C34,233
  4. D60,572

Answer: 13,455

The digit sum is 18, which is divisible by 9.

6.Find the missing digit so that 13 (answer space)75 is divisible by 9.

Answer: 2

  1. The digit sum is 18, which is divisible by 9.

Only the digit 2 works.

7.95,423 is divisible by 3.

Answer: False

The digit sum is 23, which is not divisible by 3.

8.Which number is divisible by 9?
  1. A70,683
  2. B8,028
  3. C38,455
  4. D60,334

Answer: 8,028

The digit sum is 18, which is divisible by 9.

9.Find the missing digit so that 5023 (answer space) is divisible by 9.

Answer: 8

  1. The digit sum is 18, which is divisible by 9.

Only the digit 8 works.

10.61,876 is divisible by 8.

Answer: False

The last three digits make 876, which is not divisible by 8.

11.Which number is divisible by 3?
  1. A43,645
  2. B75,525
  3. C31,646
  4. D19,678

Answer: 75,525

The digit sum is 24, which is divisible by 3.

12.Find the missing digit so that 7118 (answer space) is divisible by 9.

Answer: 1

  1. The digit sum is 18, which is divisible by 9.

Only the digit 1 works.

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