Question

Q1) Find the volume of a cuboid whose length =8 cm, breadth = 4 cm, height = 6cm​

Answer 1

Answer :

• Volume of cuboid is 192cm³

Given :

• Length = 8cm
• Breadth = 4cm
• Height = 6cm

To find :

• Volume of cuboid

Solution :

As we know that,

• Volume of cuboid = lbh

where l is length 8cm , b is breadth is 4cm and height is 6cm

⇢ length × breadth × height

⇢ 8 × 4 × 6

⇢ 192cm³

Hence , Volume of cuboid is 192cm³

More Explanation :

• Total surface area of cuboid = 2(lb + bh + lh)
• Lateral surface area of cuboid = 2h(l + b)
• Volume of cuboid = lbh
• Diagonal of cuboid = √(l² + b² + h²)
• Perimeter of cuboid = 4(l + b + h)
• Where, l is length , b is breadth and h is height
• Cuboid is 3D shape with sides which are rectangular
• Cuboid has 6 faces
• Cuboid has 12 edges
• Cuboid has 9 vertices
• All the angles in the cuboid are right angles

Answer 2

Given :-

• Length =
• Breadth =
• Height =

To find :-

• Find Volume of cuboid ?

★ $\large\underline{\frak{As~ we~know~that,}}$

$\large\dag$ Formula Used :

• $\boxed{\bf{Volume~of~cuboid~=~Length~×~Breadth~×~Height}}$

Solution :-

• L is the length 8 cm, B is the breadth 4 cm and H is the Height 6 cm

:$\implies$Length × Breadth × Height

$~~~~~$:$\implies$${\sf{8~ ×~ 4 ~× ~6}}$

$~~~~~~~~~~$:$\implies$${\underline{\boxed{\pink{\frak{192~cm³}}}}}$★

$\large\dag$ Hence,

• The Volume of the cuboid is = $\large\underline{\rm{192~cm³}}$