Mensuration (solids and containers) (Chapter 11) 243
a Volume
=length£width£depth
=7: 5 cm£ 6 cm£ 4 : 5 cm
¼ 203 cm^3
b Volume
=
=¼r^2 £h
=¼£ 52 £ 10
¼ 785 cm^3
Example 9 Self Tutor
Find the volumes
of these solids:
ab
a Volume
=^13 £area of base£height
=^13 £ 10 £ 10 £ 12
= 400cm^3
b Volume
=^13 £area of base£height
=^13 £¼£ 62 £ 10
¼ 377 cm^3
Example 10 Self Tutor
Find the volume of the sphere in
cubic centimetres, to the nearest
whole number:
First, convert 0 : 32 m to cm.
0 : 32 m=32cm
V=^43 ¼r^3
) V=^43 ¼£ 163
) V¼17 157cm^3
EXERCISE 11B.2
1 Find the volume of the following:
abc
Change the units
to centimetres
before calculating
the volume.
10 cm
12 cm
10 cm
6cm
0.32 m
11 m
7m
5m
6cm
12 cm
5cm
8cm
16 cm
area of cross-section£height
IGCSE01
cyan magenta yellow black
(^05255075950525507595)
100 100
(^05255075950525507595)
100 100
Y:\HAESE\IGCSE01\IG01_11\243IGCSE01_11.CDR Tuesday, 14 October 2008 2:55:12 PM PETER