2.  To write a decimal as a fraction  Identify the place value of the last decimal place  Write the decimal as a fraction using the place value as a denominator  If necessary, simplify the fraction

4.  0.6 means six tenths.6 = 6 10 Simplify by dividing by the GCF, 2 So, in simplest form, 0.6 is written as 3 5

5.  0.45 means forty-five hundredths.45 = 45 100 Simplify by dividing by the GCF, 5 So, in simplest form, 0.45 is written as 9 20

6.  Write decimals with whole numbers as mixed numbers  Identify the place value of the last decimal place  Rewrite the whole number as is  Write the decimal as a fraction using the place value as a denominator  If necessary, simplify the fraction

7.  2.75 means two and seventy five hundredths 2.75 = 275 100 Simplify by dividing by the GCF, 25 So, in simplest form, 2.75 is written as 2 3 4

8. TI34 II  Enter the decimal  >F  Enter  >SIMP (if needed) TI34 MULTIVIEW  Enter the decimal  2 nd Key  n key d  >SIMP (if needed)

9. .006  2.96  5.25 .0008 .02

11. .25 .75 .35  The division ends or terminates when the remainder is 0

12.  0.888888The digit 8 repeats  2.8787878787The digits 8 and 7 repeat  20.1939393The digits 9 and 3 repeat  The digit or digits in the decimal repeat  Bar notation – The notation 0.8 indicates the digit 8 repeats forever.

13. METHOD 1: PEN AND PAPER METHOD 2: CALCLATOR

14. METHOD 1: PEN AND PAPERMETHOD 2: CALCULATOR