Question

what is the longest rod that can be fitted inside a cuboidal room 22m by 10m by 8m.

Answer 1

Answer:

22/10/8=2.2/8=0.275

Answer 2

Answer:

MRKME As BRAINLIEST

Step-by-step explanation:

Given:

Length of a room(l) = 10 m

Breadth of a room(b) = 10 m

Height of a room(h) = 5m

The length of the longest rod is the diagonal of the room.

So, We have to find the diagonal of the cuboid.

Diagonal of a cuboid = √ (l)² + (b)² + (h)²

Diagonal of a cuboid = √ (10)² + (10)² + (5)²

Diagonal of a cuboid = √ 100 + 100 + 25

Diagonal of a cuboid = √ 225

Diagonal of a cuboid = √ 15 × 15  = 15 m

Hence , The length of the longest rod can be put in a room is 15 m.

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