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Examples: Reading, Writing and Comparing Decimals

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Presentation on theme: "Examples: Reading, Writing and Comparing Decimals"— Presentation transcript:

1 0.8 0.5 0.125 0.65 Examples: Reading, Writing and Comparing Decimals
Decimals are a way to show parts of a whole. Examples: 0.8 0.5 0.125 0.65

2 Place Value Puzzle Ten Thousandths Tens Hundredths Ten Thousands
Hundreds Hundred Thousands Ten Thousandths Tens Hundredths Ten Thousands Thousands Millions Tenths Ones

3 Moving Around with Place Values
Ten Thousandths Thousandths Hundredths Tenths Ones Tens Hundreds Thousands Ten Thousands Hundred Thousands Millions

4 Name the underlined place value. 1.) 8.457 2.) 2.97
Let's look at the place value chart. Name the underlined place value. 1.) 8.457 2.) 2.97 3.)  4.) 3.09

5 Reading Decimals Read the number before the decimal point.
Say “and” when you get to the decimal. Read the number after the decimal. Say the name of the place that the decimal 
ends in.

6 How do we write or say decimals numbers?
Write the following in word form. 1.) 2.93 ________________________________________________ 2.) _______________________________________________ 3.) ______________________________________________ _______________________________________________________ 4.) ____________________________________________

7 Write each number in standard form.
1.) forty-five hundredths __________________ 2.) three and two hundred eighty-four thousandths ________ 3.) twenty-eight ten-thousandths _________________ 4.) four and eighteen thousandths ________________ 5.) seventeen and thirty thousand five hundred eight millionths ________________

8 Equivalent Decimals: Name the same amount.
1.4 = 1.40 = 1.400 Compare and Order Decimal Numbers Review: - Name an equivalent decimal for 0.20 _______________ - Name an equivalent decimal for _____________

9 0.75 0.9 Which decimal is smaller? Use < or >.
Remember the 
mouth opens to the 
larger number Method 1: Using a grid 0.75 0.9 method 1:

10 1.9 1.35 1 2 Which decimal is smaller? Use < or >.
Method 2: Using a number line. 2 1

11 3.09 3.145 Which decimal is smaller? Use < or >.
Method 3: Compare each place value 1.) You must compare decimals with the same number of 
place values. 2.) Rewrite the numbers vertically lining up the decimal 
points. 3.) Add zeros to fill in missing place values. 4.) Compare each place value, starting with the place value 
to the left.

12 Compare using <,>, or =.
Demonstrate understanding Compare using <,>, or =. ______   ________ 2.08 _______   ________34.5 5.) ________  6.) _______5.08

13 LEAST _____, ______, _____, _____ Greatest
Write the numbers in order form least to greatest. It 
is helpful to write the numbers vertically. 1.) 4.09  4.9   4.89 LEAST _____, ______, _____, _____ Greatest 2.)  3   3.78 2.078 3.078 Least ____, ____, ____, ____, ____ Greatest 3.) 5.6 5.66 5.606 5.06 5.006 LEAST ____, ____, ____, ____, ____ Greatest

14 Circle the smallest decimal
Circle the greatest decimal. 1.) 3.09 3.90 3.009  2.) 0.23  2.03 0.32 3.) 8.012 8.12 8.2 Circle the smallest decimal 4.) 7.4 7.04 7.44 7.404 5.) 3.14 3.04 3.41 3.4 6.) 11 10.4 10.05 10.006


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