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6 th

6 th. Teammate Selection Select a 6 th grade teammate. 1,000,000. 500,000. 300,000. Comparing and ordering fractions 1. Comparing and Ordering Fractions & Dec. Are You Smarter Than a 6 th Grader?. 175,000. 100,000. Add or subtract Mixed Numbers 3. Add or subtract Mixed Numbers 4.

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6 th

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  1. 6th

  2. Teammate SelectionSelect a 6th gradeteammate

  3. 1,000,000 500,000 300,000 Comparing and ordering fractions 1 Comparing and Ordering Fractions & Dec. Are You Smarter Than a 6th Grader? 175,000 100,000 Add or subtract Mixed Numbers 3 Add or subtract Mixed Numbers 4 50,000 GCF & Prime Factorization 5 GCF & Prime Factorization 6 25,000 10,000 Estimating sums or differences 7 Estimating sums or differences 8 5,000 2,000 Converting between fractions and decimals 9 Divisibility Rules 10 1,000 Save Copy Peek

  4. 6th Grade Topic 1 Question • Order the fractions from least to greatest.

  5. 6th Grade Topic 1 Answer

  6. 6th Grade Topic 2 Question • Order the fractions and decimals from least to greatest.

  7. 6th Grade Topic 2 Answer

  8. 6th Grade Topic 3 Question • Add. Write the answer in simplest form.

  9. 6th Grade Topic 3 Answer

  10. 6th Grade Topic 4 Question • Subtract. Write your answer in simplest form.

  11. 6th Grade Topic 4 Answer

  12. 6th Grade Topic 5 Question • Find the greatest common factor of 27, 90, 135, and 72.

  13. 6th Grade Topic 5 Answer • GCF is 9.

  14. 6th Grade Topic 6 Question • Write the prime factorization of 280.

  15. 6th Grade Topic 6 Answer

  16. 6th Grade Topic 7 Question • Estimate the sum.

  17. 6th Grade Topic 7 Answer

  18. 6th Grade Topic 8 Question • Estimate the difference.

  19. 6th Grade Topic 8 Answer

  20. 6th Grade Topic 9 Question • Question A: Convert to a decimal. • Question B: Convert 3.68 to a fraction and write the answer in simplest form.

  21. 6th Grade Topic 9 Answer • Question A: 5.625 • Question B:

  22. 6th Grade Topic 10 Question • Create a 5 digit number that is divisible by 2, 3, 4, 6, and 9.

  23. 6th Grade Topic 10 Answer • Your answer must have the following: • 5 digits • End in an even number • The digits must add up to a number divisible by 9 • The last two digits must form a number divisible by 4

  24. Million Dollar QuestionGrade Level Topic 11 Type in the topic for the question

  25. 1,000,000 Question • Students at a school dance formed equal teams to play a game. When they formed teams of 3,4,5,or 6, there was always one person left out. What is the smallest number of students who could have been at the dance?

  26. 1,000,000 Answer • 61 students. • The least common multiple of the numbers is 60. Since, 3, 4, 5, and 6 go into 60 evenly, and there was one student leftover, there would be 61 students.

  27. Thanks for Playing • I am smarter • Than a • 6th grader!

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