r
hMensuration (solids and containers) (Chapter 11) 239de f11 Find a formula for the total surface area of:
abChallenge:12 The figure shown is half a cone, formed by cutting a cone
from its apex directly down to the centre of its base.
Write a formula for the total surface areaAof the object
in terms ofrandh.Thevolumeof a solid is the amount of space it occupies. It is measured incubicunits.UNITS OF VOLUME
Volume can be measured in cubic millimetres, cubic centimetres or cubic metres.
Since 1 cm=10mm, we can see that:1 cm^3
=10mm£ 10 mm£ 10 mm
= 1000mm^3Likewise, since 1 m= 100cm, we can see that:1 m^3
= 100cm£ 100 cm £ 100 cm
= 1 000 000cm^3B VOLUME [6.1, 6.4]
cbabac2 x5 x3 x
x
x4 x2 ¡+¡1x2 x1cm1cm1cm
10 mm
10 mm10 mm1m1m1m
100 cm100 cm100 cmIGCSE01
cyan magenta yellow black(^05255075950525507595)
100 100
(^05255075950525507595)
100 100
Y:\HAESE\IGCSE01\IG01_11\239IGCSE01_11.CDR Tuesday, 28 October 2008 3:16:24 PM PETER