Remember:
2 means 2 .
2.25 means 2 0.25.3
83
8Lesson 4-2 for exercise sets. &KDSWHU 3UDFWLFH   $FWLYLWLHVWrite each fraction or mixed number as an equivalent decimal.
Identify the decimal as terminating orrepeating.
- 2 4. 1 5. 6. 4
 
Write each decimal as an equivalent fraction or mixed number.
7.1.25 8.0.875 9.1. 6 10. 3.09 11. 0.7 12. 4.4513.Discuss and WriteWrite as a decimal. Is the decimal a rational number?
Explain why or why not.13
20 1
8 12
52
34
55
1622
72  2 2 
So 2  2 0.3752.3750.125 125 thousandthsSo 0.125 .2.25 2 and 25 hundredths2 0.252 So 2.25  2  210025125
100025
10025
1003
88 30000375.
.3
83
8To write a mixed numberas an
equivalent decimal:
Write the mixed number as the sum
of an integer and a fraction.
Divide to rename the fraction as
a decimal.
Add the integer to the decimal.You can also write a terminating decimal
as an equivalent fraction.When the decimal is less than1:
Read the decimal.
Use the place-value name to
determine the denominator.When the decimal is greater than1:
Read the decimal.
Write the decimal as the sum of an
integer and a decimal.
Use the place-value name to
determine the denominator.
Write the sum as a mixed number.3.53.57
2 235
701.
.
7
21
0.81
119 0.8181... 0.811108 1 8 1
90000292.
119 .2Remember:Write a bar above the
decimal digits that repeat.Write each fractional number as an equivalent decimal.