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3.2 Rational Numbers.

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Presentation on theme: "3.2 Rational Numbers."— Presentation transcript:

1 3.2 Rational Numbers

2 Rational Number Any number that can be written in the form of a fraction. a and b have to be integers

3 Write Each Number as a Rational Number
aka a Fraction

4 Write Each Number as a Rational Number
aka a fraction tens ones . tenths hundredths thousandths Ten - thousandths

5 Writing Decimals as Fractions Let me first introduce the shortcut
How do you write a repeating decimal into a fraction? Let me first introduce the shortcut IF and ONLY IF the bar notation is COMPLETELY over ALL of the numbers after the decimal, you can use this shortcut. DISCUSS: Do you notice a pattern? Put all of the digits under bar notation in a fraction with the equal number of 9’s

6 Writing Decimals as Fractions
Now for the rationale Let’s use algebra to find the fraction of Let’s assign a variable Multiply both sides by 100 Subtract both sides by n Substitute Simplify Divide both sides by 99

7 Examples Write each decimal as a fraction in simplest form. A) B) C)

8 Rational Vs. Irrational
Terminating or repeating decimals Decimals that do not terminate or repeat Pi

9 Identify all Sets to which each number belongs
a.) 0 Whole, Integer, Rational b.) … Irrational c.) 1.45 Rational d.) -4 Integer, Rational

10 Homework CA Math Page 104 (12-48) even


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