The area of three adjacent face of a cuboid is 156 cm2, 143 cm2 and 13

1.	The area of three adjacent face of a cuboid is 156 cm2, 143 cm2 and 132 cm2. Find the volume of the cuboid?1. 1786 cm32. 1753 cm33. 1716 cm34. 1798 cm3
Answer» Correct Answer - Option 3 : 1716 cm³ Given: Length × Breadth = 156 cm² Breath × Height = 143 cm² Height × Length = 132 cm² Formula used: Volume of a cuboid = length × Breadth × Height ⇒ Volume of a cuboid = √(l² × b² × h²) = √[(l × b) × (b × h) × (h × l)] Calculation: Volume of the Cuboid = √(156 × 143 × 132) = √[(13 × 12) × (12 × 11) × (11 × 13)] = √[(13)² × (12)² × (11)²] = 13 × 12 × 11 = 1716 cm³

The area of three adjacent face of a cuboid is 156 cm2, 143 cm2 and 132 cm2. Find the volume of the cuboid?1. 1786 cm32. 1753 cm33. 1716 cm34. 1798 cm3

Answer» Correct Answer - Option 3 : 1716 cm³

Given:

Length × Breadth = 156 cm²

Breath × Height = 143 cm²

Height × Length = 132 cm²

Formula used:

Volume of a cuboid = length × Breadth × Height

⇒ Volume of a cuboid = √(l² × b² × h²)

= √[(l × b) × (b × h) × (h × l)]

Calculation:

Volume of the Cuboid = √(156 × 143 × 132)

= √[(13 × 12) × (12 × 11) × (11 × 13)]

= √[(13)² × (12)² × (11)²]

= 13 × 12 × 11

= 1716 cm³

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The area of three adjacent face of a cuboid is 156 cm2, 143 cm2 and 132 cm2. Find the volume of the cuboid?1. 1786 cm32. 1753 cm33. 1716 cm34. 1798 cm3

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