Ones 
Tenths 
Hundredths 
Number 

(a) 
 
 
 
 
(b) 
 
 
 
 
(c) 
 
 
 
 
Ones 
Tenths 
Hundredths 
Number 

(a) 
0 
2 
6 
.26 
(b) 
1 
3 
8 
1.38 
(c) 
1 
2 
8 
1.28 
Hundreds 100 
Tens 10 
Ones 1 
Tenths 
Hundredths 
Thousandths 

(a) 
0 
0 
3 
2 
5 
0 
(b) 
1 
0 
2 
6 
3 
0 
(c) 
0 
3 
0 
0 
2 
5 
(d) 
2 
1 
1 
9 
0 
2 
(e) 
0 
1 
2 
2 
4 
1 
a) 
$0+0+3+\frac {2}{10}+\frac {5}{100}+ \frac {0}{1000}=3+ .2+ .05=3.25$ 
b) 
$100+0+2+ \frac {6}{10} + \frac {3}{100} + \frac {0}{1000}= 100+2+.6+.03= 102.63$ 
c) 
$0+30+0+0+ \frac {2}{100} + \frac {5}{1000}=30+ +.02+.005=30.025$ 
d) 
$200+ 10+1+ \frac {9}{10} + \frac {0}{100} + \frac {2}{10000}= 211+.9+.002=211.902$ 
e) 
$0+ 10+2+ \frac {2}{10} + \frac {4}{100} + \frac {1}{1000}= 12+.2+.04+.001= 12.241$ 
Hundreds 100 
Tens 10 
Ones 1 
Tenths 
Hundredths 
Thousandths 

(a) 
0 
0 
0 
2 
9 
0 
(b) 
0 
0 
2 
0 
8 
0 
(c) 
0 
1 
9 
6 
0 
0 
(d) 
1 
4 
8 
3 
2 
0 
(e) 
2 
0 
0 
8 
1 
2 
a) 
$20 + 9 + \frac {4}{10} + \frac {1}{100}$ 
29+.4+.01=29.41 
b) 
$137 + \frac {5}{100}$ 
137+.05= 137.05 
c) 
$ \frac {7}{10} + \frac {6}{100} + \frac {4}{1000}$ 
.7+.06+.004=.764 
d) 
$23 + \frac {2}{10} + \frac {6}{1000}$ 
23+.2+.006=23.206 
e) 
$700 + 20 + 5 + \frac {9}{100}$ 
725+.09=725.09 
a) If two numbers have unequal number of digits on the whole part, then the number with the greater number of digits is greater. b) If two numbers have equal number of digits on the whole part then, the number with greater valued digit on the extreme left is greater. If the digits on extreme left of the numbers are equal, then the digits to the right of the extreme left digits are compared and so on. c) if the whole part is same, then the number with a greater value digit at tenth part is greater, if the digits on tenth part are equal, then the digit on hundredth part compared and so on 
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