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Place Value with Decimals

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PLACE VALUE WITH DECIMALS * How do I know what kind of decimal it is? The name of a decimal is determined by the number of places to the right of the decimal point ... – PowerPoint PPT presentation

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Title: Place Value with Decimals


1
Chapter 1.2
  • Place Value with Decimals

2
How do I know what kind of decimal it is?
  • The name of a decimal is determined by the number
    of places to the right of the decimal point

Number of Places Decimal Name Example
1 tenths 0.7
2 hundredths 0.05
3 thousandths 0.016
3
What are mixed decimals?
  • Mixed decimals are numbers with both whole
    numbers and decimals
  • The name of a whole number is determined by the
    number of places to the left of the decimal point
  • In the number 128.765, 1 is in the hundreds
    place, 2 is in the tens place, 8 is in the ones
    place, 7 is in the tenths place, 6 is in the
    hundredths place, and 5 is in the thousandths
    place

4
How do you read decimals?
  • To read a decimal correctly, first find the
    decimal point
  • Whole numbers are to the left of the decimal
    point any numbers to the right of a decimal
    point form a decimal fraction
  • Say and for the decimal point
  • The decimal 2164.511 is read as two thousand,
    one hundred sixty-four and five hundred eleven
    thousandths

5
Zeros after the decimal point
  • Writing extra zeros after the decimal point does
    not change the value!
  • The decimals 0.2, 0.20, and 0.200 are equivalent
    decimals

6
Practice
  • Here are some practice problems in which I will
    work through with you to make sure that you
    understand the main concepts covered.

7
Exercise 1
  • Write the decimals.
  • Five thousandths
  • Ninety-four thousandths
  • Three hundred thirty-six and sixty-nine hundredths

8
Exercise 2
  • Write each decimal in words.
  • 7884.011
  • 5592.4
  • 4.203
  • 612.250
  • 10.44

9
Exercise 3
  • In what place (on the place value chart) is the
    underlined digit? Write the answer.
  • 1.475
  • 3.763
  • 7780.215
  • 412.407
  • 902.103

10
Exercise 4
  • Write a decimal that has the same number.
  • 0.2
  • 5.51
  • 410.6
  • 753.809

11
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