the vertical height of the conical tent is and the diameter of its base is 18 m. how many persons can it accumulateif each person is to be allowed 108 m^3 of space.
Answers
Answered by
1
Answer:
yes it is very difficult
Step-by-step explanation:
Answered by
0
Answer:
Step-by-step explanation:❀ Your Answer Is 11 persons.
ExplanaTion:-
Given:-
Vertical height of a cone = 14 m
Diameter of base = 18 m.
So its radius = 18/2 m = 9 m.
Space allowed to one person = 108 m³.
To Find:-
How many person can the tent accumulate.
Formula Used:-
Where,
V = Volume of a cone.
r = Radius of the Cone.
h = Height of the cone.
So Here,
r = 9 m.
h = 14 m.
Therefore,
Now,
It is given that one person occupy 108 m³ of space and we have to find out how many people can occupy 1188 m³ of space so lets find out:-
11 persons can accumulate in the given tent.
TAKE CARE!!
Similar questions