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the maximum length of stick will be placed at its diagonal
Step-by-step explanation:
longest stick=by Pythagoras theorem
=√20^+16^
=√400+256
=√656
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Answer:
26.096m
Step-by-step explanation:
HEY MATE HERE'S YOUR ANSWER!
Given, Length of room(l) =20m
Breadth of room(b) = 16m
Height of room(h) = 5m
We know that the maximum length of a stick that can be placed in the room is equal to the length of diagonal of room.
==> Length of largest stick(L) = Diagonal of Room
==> L = √( l²+b²+h²)
==> L = √[(20m)²+(16m)²+(5m)²]
==> L = √[ 400m²+256m²+25m²]
==> L = √681m²
==> L = 26.096m
Thus the maximum length of stick that can be placed in the room is 26.096m.
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