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Published : Thursday, 17 November, 2016 10:00 AM
Let length = l, breath = b and height= h units. Then
i. Volume =(lxbxh) cubic units.
ii. Surface area =2(lb+bh+ih) sq.units.
iii. Diagonal = 12 + b2 + h2 units.
Let each edge of a cube be of length a. Then,
iv. Volume = a3 cubic units.
V. Surface area = 6a2 sq. units.
vi. Diagonal = 3a units.
Let radius of base = r and height (or length) = h. Then,
vii. Volume = (πr2h) cubic units.
viii. Curved surface area = (2πrh) sq. unit.
ix. Total surface area = 2πr (h+r) sq. unit.
Let radius of base = r and height = h. Then,
X. Slant height, l = h2 + r2 units.
Xi. Volume = (1/3 πr2h) cubic units
xii. Curved surface area = (πrl) sq. units.
xiii. Total surface area = (πrl + πr2) sq. units.
Let the radius of the sphere be r. Then,
xiv. Volume = (4/3 πr3) cubic units
xv. Surface area = (4π r2) sq. units.
Let the radius of a hemisphere be r. Then,
xvi. Volume = (2/3 πr3) cubic Units.
xvii. Curved Surface area = (2πr2) sq. units.
xviii. Total Surface area = (3πr2) sq. units.
Note: 1 liter = 1000cm3.