find the maximum length of a stick which can be inserted in a room of dimensions 10m, 10m, 5m
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Length = 10m
Breadth = 10m
Height = 5m
The lenght of a stick which can be fitted in the room will accomodate the diagonal of the room
Diagonal = √(l²+b²+h²)
= √(100+100+25)
= √225
= 15m
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Answered by
3
15m
Step By Step Explanation:
length of biggest rod= diagonal of cuboid
so we have to find the diagonal
= √(l²+b+h²)
= √(10+10+10×10×10×5)
= √(100+100+25)
= √225
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