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Key Concept: Multiply Fractions Example 1: Multiply Fractions

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Presentation on theme: "Key Concept: Multiply Fractions Example 1: Multiply Fractions"— Presentation transcript:

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2 Key Concept: Multiply Fractions Example 1: Multiply Fractions
Main Idea Key Concept: Multiply Fractions Example 1: Multiply Fractions Example 2: Multiply Fractions Example 3: Simplify Before Multiplying Example 4: Multiply Mixed Numbers Example 5: Real-World Example Example 6: Real-World Example Lesson Menu

3 Multiply fractions and mixed numbers.
Main Idea/Vocabulary

4 Key Concept

5 Find Write in simplest form.
Multiply Fractions Find Write in simplest form. Multiply the numerators. Multiply the denominators. Simplify. Answer: Example 1

6 Find Write in simplest form.
A. B. C. D. Example 1 CYP

7 Find Write in simplest form.
Multiply Fractions Find Write in simplest form. Write 6 as and as Multiply the numerators. Multiply the denominators. Simplify. Answer: –2 Example 2

8 Find Write in simplest form.
A. B. C. D. Example 2 CYP

9 Simplify Before Multiplying
Find Write in simplest form. Divide 12 and 4 by their GCF, 4. Multiply. Answer: Example 3

10 Find Write in simplest form.
A. B. C. D. Example 3 CYP

11 Multiply Mixed Numbers
Find Write in simplest form. Estimate Method 1 Rename the mixed number. Rename as an improper fraction, Divide 48 and 3 by their GCF, 3. Example 4

12 Multiply Mixed Numbers
Simplify. Method 2 Use mental math. The mixed number is equal to Use the Distributive Property to multiply. Example 4

13 Multiply Mixed Numbers
Answer: Check for Reasonableness  Example 4

14 Find Write in simplest form.
A. B. C. D. Example 4 CYP

15 Example 5

16 Rename the mixed number as an improper fraction.
Write the equation. Rename the mixed number as an improper fraction. Divide 868 and 4 by their GCF, 4. Divide 3 and 3 by their GCF, 3. Example 5

17 Multiply. Then rename as a whole number.
Answer: Mel’s father rode 217 miles. Example 5

18 DISTANCE Seth’s house is 8 miles from school
DISTANCE Seth’s house is miles from school. Tina’s house is of this distance from school. How far is Tina’s house from school? A mi C mi B mi D mi Example 5 CYP

19 CANNING Roberta canned 32 quarts of her prize-winning apricot jam
CANNING Roberta canned 32 quarts of her prize-winning apricot jam. She sold of them at a street fair. Find the number of quarts she sold. Example 6

20 Rename the mixed number as an improper fraction.
Write the equation. Rename the mixed number as an improper fraction. Divide 32 and 8 by their GCF, 8. Multiply. Then rename as a whole number. Answer: Roberta sold 20 quarts of jam. Example 6

21 MONEY Carmen had 144 quarters in a jar
MONEY Carmen had 144 quarters in a jar. She sorted the quarters by year and found that of the quarters were from How many quarters were from the year 1976? A quarters C quarters B. 132 quarters D quarters Example 6 CYP

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