Question

A cuboid has height h cm. It's length is 4 times the height and breadth 5cm less than the length. express the length and breadth in terms of height​

Answer 1

Answer :

• Length of the box is 4h cm
• breadth of the box is (4h - 5) cm

Given:

• A cuboid has height h cm
• its length is 4 times the height and breadth is 5cm less than the length

To find :

• the length and breadth in terms of height

Solution :

Given that ,

• height of the box is h cm

Then,

• Length of the box = 4 × (height of the cuboid)
• Length of the box = 4h cm

• Breadth of the box = length of the box - 5
• breadth of the box = (4h - 5)cm

hence,

• Length of the box is 4h cm
• breadth of the box is (4h - 5) cm

More Explanation:

• 8 vertices
• 6 faces
• 12 edges
• rectangular faces
• all the edges are not equal
• area of opposite faces are equal

Answer 2

Answer:

Answer :

Length of the box is 4h cm

breadth of the box is (4h - 5) cm

Given:

A cuboid has height h cm

its length is 4 times the height and breadth is 5cm less than the length

To find :

the length and breadth in terms of height

Solution :

Given that ,

height of the box is h cm

Then,

Length of the box = 4 × (height of the cuboid)

Length of the box = 4h cm

Breadth of the box = length of the box - 5

breadth of the box = (4h - 5)cm

hence,

Length of the box is 4h cm

breadth of the box is (4h - 5) cm

More Explanation:

8 vertices

6 faces

12 edges

rectangular faces

all the edges are not equal

area of opposite faces are equal

Step-by-step explanation:

Hope this answer will help you.