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Adding Integers. Subtracting Integers. Multiplying Integers. Dividing Integers. Grab Bag. 100. 100. 100. 100. 100. 200. 200. 200. 200. 200. 300. 300. 300. 300. 300. 400. 400. 400. 400. 400. 500. 500. 500. 500. 500.

thomas-williams
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  1. Adding Integers Subtracting Integers Multiplying Integers Dividing Integers Grab Bag 100 100 100 100 100 200 200 200 200 200 300 300 300 300 300 400 400 400 400 400 500 500 500 500 500

  2. If the two integers you are adding are both negative, will the sum be negative or positive? 100 point question for first category

  3. Negative 100 point answer for first category

  4. What is the sum of any two opposite integers?

  5. Zero

  6. + + + + + + + + - - - - - - - - - - =

  7. - - - Or -3

  8. (-3) + (4) + (-7) =

  9. -6 (-3) + (4) + (-7) = (1) + (-7) = -6

  10. (-4063) + 305 + 65 032 + -23 742 = The on either side of the number means absolute value.

  11. 85 016 (-4063) + 305 + 65 032 + -23 742 = (-3758) + 65 032 + -23 742 = 61 274 + -23 742 = 85 016

  12. (6) – (-6) = 100 point question for category 2

  13. 12 Remember that if there are two negative signs next to each other, change them both to positive signs.

  14. Will these equations have the same answer?(-7) – (+6) and (-7) + (-6)

  15. Yes This is good to remember when subtracting integers.

  16. Find the difference using integer chips(8) – (-3) =

  17. + + + + + + + + + + + - - - You must add three more zero pairs in order to be able to take away three negative integer chips. After taking away the three negative chips, you are left with eleven positive integer chips. Those chips are your answer. (+11.)

  18. Josie was walking home from school when she accidently walked the wrong way. She had taken 27 steps before she realized her mistake. It usually takes her 93 steps to walk home, how many would it take her today.

  19. 120 Steps (93) – (-27) = 120

  20. (5426) – (-122) – (963) =

  21. 4585 (5426) – (-122) – (963) = 5548 – 963 = 4585

  22. Complete the following chart with the answers positive or negative. 100 point question for category 3

  23. 12 x -8 =

  24. -96 Twelve times six is ninety-six, but since a positive times a negative is always a negative, then the product is -96.

  25. Complete the rule for if you are multiplying more than two integers at a time. If there is an even number of negative signs, the overall product will be ________. If there is an odd number of negative signs the overall product will be ________.

  26. If there is an even number of negative signs, the overall product will be positive. If there is an odd number of negative signs the overall product will be negative .

  27. (-12) x (-12) x (-12) x (-12) =

  28. 20 736 (-12) x (-12) x (-12) x (-12) = 144 x (-12) x (-12) =(-1728) x (-12) = 20 736

  29. Will they have the same sum??(-21) x (-61) x 3 and (-61) x 21 x (-3)

  30. Yes Both of the answers will equal to 3848. As long as the numbers are the same and there are the same numbers of negative and positive signs, than the questions will have the same product. No matter which numbers are negative and which are positive.

  31. (-15) / (3) = 100 point question for category 4

  32. -5

  33. Is this correct? (-28) / (7) / (-2) = -2

  34. No There are two negative signs in the problem, which means that the overall quotient will be a positive number. The quotient is 2.

  35. What is the quotient?(-126) / (6) / (7) =

  36. -3

  37. Which has a greater absolute value, and by how much?(-10 116) / (281)or(-8130) / (542)

  38. The absolute value of the first equation was bigger by 21.

  39. (-3 947 280) / (5) / (3) =

  40. -263 152 (-3 947 280) / (5) / (3) = (-789 456) / (3) = (-263 152)

  41. What is the absolute value of a number? 100 point question for category 5

  42. The distance it is away from zero on a number line.

  43. If n is 6, what is 12n?

  44. 72 12n would mean 12 x n and since n is 6, twelve times n is seventy-two.

  45. This is an exponent for which number? Write it out in expanded form and give the answer. 518

  46. 3 814 697 265 625 5x5x5x5x5x5x5x5x5x5x5x5x5x5x5x5x5x5x= 3 814 697 265 625

  47. What is order of operations?

  48. Order of operations is the order you solve an expression. First the equation(s) in brackets, if more than one do them from left to right. Then exponents. Then multiplication and division in the order they appear from left to right. Then addition and subtraction in the order they appear from left to right.

  49. (-521 248) / (1456) x 382 + (69-21)= Solve.

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