

Volume and Surface Area - (
Arithmetic Aptitude)
- CUBOID Let length =l, breadth =band height =hunits. Then
- Volume= (lxbxh) cubic units.
- Surface area= 2(lb+bh+lh) sq. units.
- Diagonal=l2+b2+h2units.
- CUBE Let each edge of a cube be of lengtha. Then,
- Volume=a3cubic units.
- Surface area= 6a2sq. units.
- Diagonal=3aunits.
- CYLINDER Let radius of base =rand Height (or length) =h. Then,
- Volume= (
r2h) cubic units.
- Curved surface area =(2
rh) sq. units.
- Total surface area= 2
r(h+r) sq. units.
- Volume= (
- CONE Let radius of base =rand Height =h. Then,
- Slant height,l=h2+r2units.
- Volume=
r2h
cubic units.
- Curved surface area= (
rl) sq. units.
- Total surface area= (
rl+
r2) sq. units.
- SPHERE Let the radius of the sphere ber. Then,
- Volume=
r3
cubic units.
- Surface area= (4
r2) sq. units.
- Volume=
- HEMISPHERE Let the radius of a hemisphere ber. Then,
- Volume=
r3
cubic units.
- Curved surface area= (2
r2) sq. units.
- Total surface area= (3
r2) sq. units. Note: 1 litre = 1000 cm3.
- Volume=
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