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Dividing Decimals TeacherTwinsΒ©2015.

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1 Dividing Decimals TeacherTwinsΒ©2015

2 Warm Up Rewrite each equation with the decimal in the correct place in the product. 1). 𝟏.πŸΓ—πŸ’πŸ—=πŸ“πŸ–πŸ– 2). πŸπŸ•Γ—πŸ.πŸ‘=πŸ‘πŸ“πŸ 3). πŸ‘.πŸ•Γ—πŸ”.πŸ’=πŸπŸ‘πŸ”πŸ– Find each product. Show work. 4). 𝟐.πŸ’πŸΓ—πŸŽ.πŸπŸ• 5). πŸ–.πŸ• 𝟎.πŸ’πŸ“ 6). 𝟎.πŸ’πŸ“Γ—πŸ.πŸ“ 58.8 35.1 23.68 0.4097 3.915 0.675

3 Dividing Decimals Flippable

4 . 7 1 42.6 6 42 06 6 Example 1: Dividing a Decimal by a Whole Number
Move the decimal straight up. 42 06 6 Now divide as with whole numbers.

5 6 Dividing a Decimal by a Whole Number Example 2: . 0 12 12 1.44 12 24

6 7.5 16 120.0 𝟏𝟐÷(𝟏.πŸ”) Dividing Decimals by Decimals Example 1: -112
Multiply the dividend and divisor by 10 to move the decimal out of the divisor. Then divide as if you were dividing by a whole number. 7.5 -112 80 Dividend Divisor

7 Dividing Decimals by Decimals
Example 2: πŸ•.πŸ“πŸ”Γ·πŸ.πŸ’ 3.15 720 360 240 1200

8 Practice Solve each problem. 1). πŸ–.πŸπŸ–Γ·πŸ’.πŸ” 2). πŸπŸ–.πŸ’πŸ–Γ·πŸ.πŸ•πŸ“ 3). πŸ’Γ·πŸ.πŸπŸ“
1). πŸ–.πŸπŸ–Γ·πŸ’.πŸ” 2). πŸπŸ–.πŸ’πŸ–Γ·πŸ.πŸ•πŸ“ 3). πŸ’Γ·πŸ.πŸπŸ“ 4). 𝟏.πŸπŸ“Γ·πŸ“ 1.8 10.56 3.2 0.25

9 C Closure How are these problems alike? Different? Solve them. πŸ’.πŸπŸ•Γ·πŸŽ.πŸ• πŸ’πŸπŸ•Γ·πŸ• 6.1 61


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