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Which set is “larger”: Integers or Whole Numbers? Why?

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Presentation on theme: "Which set is “larger”: Integers or Whole Numbers? Why?"— Presentation transcript:

1 Which set is “larger”: Integers or Whole Numbers? Why?
8/28/15 Which set is “larger”: Integers or Whole Numbers? Why? What is the difference between Whole Numbers and Natural Numbers? HW check today!

2 A little review… Find the square roots. 8 or -8
-6 (negative indicates only -6) 15 or -15

3 Rational and Irrational Numbers
Pre-Algebra Mrs. Spanier Shmoop

4 Rational Numbers Can be made into a fraction a/b, where b ≠ 0.
Repeating OR terminating decimal. 2/3

5 Irrational Numbers Cannot be made into a fraction a/b, where b ≠ 0.
Non-repeating AND non-terminating decimal. π

6 Classify the Following:
Irrational Rational (equals -⅓)

7 Classify the Following:
Irrational (no end, no repetition) 1⅔ Rational (can be 5/3) Rational (equals 10 or 10/1)

8 Compare and Contrast Rational v. Irrational

9 Rational v. Irrational – How alike?
Are Real numbers Can be positive or negative Can be non-terminating decimals

10 Rational v. Irrational – How different?
CAN be a fraction HAS a square root Can be terminating or repeating decimals Irrational: CANNOT be a fraction Has NO square root Can only be non-terminating, non-repeating decimals

11 The Number System Rationals Irrationals Integers Fractions π, √2,
Real Numbers Rationals Irrationals Integers Fractions Rep. & Term. Decimals π, √2, 0.0100… -3, 8, 0 ½, 1, 12/5 ¼, 0.5, 0.333…

12 The End


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