Crossword Puzzle Project

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Across
  1. 3. By saying you have 3 bananas, the number 3 is a _______________ number.
  2. 5. When showing 7/1, this will equal 7 making the fraction numbers and answer a type of numbers.
  3. 9. Zero plus a number will always equal that same number in the equation. What property of addition would this be?
  4. 11. When adding 3 + -3, it will equal 0. What property of addition will this be?
  5. 12. When intersecting two sets, no members were the same.
  6. 15. When using a number line, ________________ ___________ shows how far a number will be from zero.
  7. 17. Set A= {4,6} which is a subset of set B. Set B= {2,4,6} and is a subset of set C. Set C= {1,2,4,6,8,9} and this would make set A a subset of set C. What's the property of the set?
  8. 18. Four times four times four equals 64 or 4^3. The 3 in 4^3 is a _____________.
  9. 20. 14004 and 716-617-1767 are examples of _____________ numbers.
  10. 21. Combining .3697 and 3.1415926... to make a set.
  11. 23. The number 36 would be an example of a ___________ number.
  12. 26. Counting numbers with the addition of zero.
  13. 27. When n(A) and the n(B) have 4 members, what would this be called?
  14. 28. A infinite set that includes negative and positive numbers.
  15. 29. When making up two sets, you take numbers from this set.
  16. 30. It's a property that uses binary addition operations where the numbers can be switched.
Down
  1. 1. When the members of one set are the same number of other set members, and they all have a buddy.
  2. 2. A set created to have the products of a number times a counting number.
  3. 4. ________________ has rules that include n > 5 will have the number's place value go up one number but also n < 5 will have the place value stay.
  4. 6. 3 + (4+6) = (3+4) + 6, This is an example of what property in addition?
  5. 7. When looking at the number 3,963, the number six is in the tens________ ____________.
  6. 8. The digits of 0 and 1 are in it.
  7. 10. When looking at 21 and 45, we need to find the biggest factor in common with these two numbers. When using prime factorization, it is discovered that three is the _______ of 21 and 45.
  8. 11. If set B= {1,3,7,9} and the universal set is {1,2,3,4,5,6,7,8,9}, what would this new set be called, {2,4,5,6,8}?
  9. 13. When looking at numbers, if a number has exactly only two factors, it would be considered a __________ number.
  10. 14. Three times six equals 18. The natural numbers three and six are ___________ of 18.
  11. 16. _____________ numbers are any counting number plus zero that can be divided by two.
  12. 19. When looking at set A= {3,5} and set B= {4,6}, they have no common members to make another set. What type of set would this be?
  13. 22. A way to show multiples of two and the numbers between the symbol, {}.
  14. 24. When dividing, using whole numbers that are not divisible by two are __________ numbers.
  15. 25. Ten divided by five equals two; this would make ten _________ by five.