Answer Key
Name:
Converting Decimals to Fractions
Convert each decimal to a fraction.
A n s w e r s
95
⁄
0.9
0.63
Ex.
100
Converting from a decimal to a
The example above is
We do the same thing for the
79
⁄
fraction is simple as long as you
nine-tenths. Lets look at how
problem above. But because it
1.
100
remember the place values.
we’d write that as a fraction.
is into the hundredths place we
put our number over 100.
.
29
⁄
9
63
2.
100
/
/
10
100
5
⁄
3.
10
2
⁄
4.
100
Ex)
1)
2)
95
79
29
0.95
=
0.79
=
0.29
=
78
⁄
100
100
100
5.
100
5
⁄
6.
100
3)
4)
5)
5
2
78
0.5
=
0.02
=
0.78
=
4
⁄
10
100
100
7.
10
3
⁄
8.
100
6)
7)
8)
5
4
3
7
⁄
0.05
=
0.4
=
0.03
=
100
10
100
9.
10
2
⁄
10.
10
9)
10)
11)
7
2
77
77
⁄
0.7
=
0.2
=
0.77
=
11.
100
10
10
100
8
⁄
12.
100
12)
13)
14)
8
1
98
1
⁄
0.08
=
0.1
=
0.98
=
13.
10
100
10
100
98
⁄
14.
100
9
15)
16)
17)
9
25
36
⁄
0.9
=
0.25
=
0.36
=
15.
10
10
100
100
25
⁄
16.
100
36
⁄
18)
19)
20)
6
7
3
17.
100
0.06
=
0.07
=
0.3
=
100
100
10
6
⁄
18.
100
7
⁄
19.
100
3
⁄
20.
10
1-10 95 90 85 80 75 70 65 60 55 50
9
Math
11-20 45 40 35 30 25 20 15 10 5
0