Question

There are two cuboidal boxes as shown in the figure. which box requires the lesser amount of material to make​

Answer 1

Answer:

where is the figure pls upload

Answer 2

Question :-

There are two cuboidal boxes as shown in the figure. Which box requires the lesser amount of material to make?

Given :-

• One cuboid and one cube is given

For cuboid :-

• Length = 60 cm

• Breadth = 40cm

• Height = 50 cm

For cube :-

• Side = 50 cm

To find :-

• Which box requires the lesser amount of material to make?

Formula used :-

• Volume of cuboid and cube

For cuboid :-

⠀⠀${\boxed{\large{\bold{=l×\:b×\:h}}}}$

For cube :-

⠀⠀ Volume of cube${=(side)}^{3}$

Solution :-

⠀⠀(a) Volume of the cuboid

⠀⠀ = l × b × h

⠀⠀= 60 × 40 × 50

⠀⠀ = 120000 ${cm}^{3}$

____________

⠀⠀(b) Volume of cube

⠀⠀ = ${(side)}^{3}$

⠀⠀ = ${50}^{3}$

⠀⠀ = 50 × 50 × 50

⠀⠀= 125000 ${cm}^{3}$

Cuboidal box (a) requires lesser amount of material.