Hundreds (100) |
Tens (10) |
Ones (1) |
Tenths |
- |
|||
Hundreds (100) |
Tens (10) |
Ones (1) |
Tenths |
0 |
3 |
1 |
2 |
1 |
1 |
0 |
4 |
|
Hundreds |
Tens |
Ones |
Tenths |
a) |
0 |
1 |
9 |
4 |
b) |
0 |
0 |
0 |
3 |
c) |
0 |
1 |
0 |
6 |
d) |
2 |
0 |
5 |
9 |
a) |
$\frac {5}{10}$ |
There are 5 tenths in the number |
.5 |
b) |
$3 + \frac {7}{10}$ |
There are 3 ones and 7 tenths 3+.7 |
3.7 |
c) |
$200 + 60 +5 + \frac {1}{10}$ |
There are 2 hundred ,6 tens,5 ones and 1 tenth 200+60+5+.1 |
265.1 |
d) |
$70+ \frac {8}{10}$ |
There are 7 tens, 0 ones and 8 tenths in the number |
70.8 |
e) |
$ \frac {88}{10}$ |
Here the numerator is bigger than denominator, so converting into mixed fraction we get 8 + 8/10 |
8.8 |
f) |
$ 4 \frac {2}{10}$ |
4 + 2/10 |
4.2 |
g) |
$ \frac {3}{2}$ |
For writing in decimal notation, the denominator of the fraction should be 10. So, we make an equivalent fraction as, 3/2 = 15/10 Here the numerator is bigger than denominator, so converting into mixed fraction we get 1 + 5/10 |
1.5 |
h) |
$ \frac {2}{5}$ |
For writing in decimal notation, the denominator of the fraction should be 10. So, we make an equivalent fraction as, 2/5 = 4/10 |
.4 |
i) |
$ \frac {12}{5}$ |
For writing in decimal notation, the denominator of the fraction should be 10. So, we make an equivalent fraction as, 12/5 = 24/10 Here the numerator is bigger than denominator, so converting into mixed fraction we get 2 + 4/10 |
2.4 |
j) |
$ 3 \frac {3}{5}$ |
3 + 3/5 =3 + 6/10 |
3.6 |
k) |
$ 4 \frac {1}{2}$ |
4+ ½= 4 + 5/10 |
4.5 |
a) |
.6 |
6/10= 3/5 |
b) |
2.5 |
25/10 = 5/2 |
c) |
1.0 |
1 |
d) |
3.8 |
38/10=19/5 |
e) |
13.7 |
137/10 |
f) |
21.2 |
212/10= 106/5 |
g) |
6.4 |
64/10= 32/5 |
a) |
A |
A represents the 8th equal part between 0 and 1. So, A is 0.8. |
b) |
B |
B represents the 3rd equal part between 1 and 2. So, B is 1.3 |
c) |
C |
C represents the 2nd equal part between 2 and 3 and hence is the number 2.2 |
d) |
D |
D is 2.9, the 9th equal part between 2 and 3. |
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