Find the volume and surface area of a cuboid of length $= 10$ cm, breadth $= 8$ cm and height $= 6$ cm.

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Solution

$V = l \times b \times h = 10 cm \times 8 cm \times 6 cm = 480 {cm}^{3}$
$Surface area = 2 (l b + l h + b h)$
$= 2 (10 cm \times 8 cm + 10 cm \times 6 cm + 8 cm \times 6 cm)$
$= 2 (80 + 60 + 48) {cm}^{2} = 376 {cm}^{2}$

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= 15 c m,

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= 12 c m

Find the volume, the lateral surface area and the total surface area of the cuboid whose dimensions are:

(i) Length $= 12 c m$ ,breadth $= 8 c m$ and height $= 4.5 c m$

(ii) Length $= 26 m$ , breadth $= 14 m$ and height $= 6.5 m$

(iii) Length $= 15 m$ , breadth $= 6 m$ and height $= 5 d m$

(iv) Length $= 24 m$ , breadth $= 24 c m$ and height $= 6 c m$

^{3}

= 22

= 12

= 7.5

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