Math, asked by mrbrainliest93, 8 months ago

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 Anonymous
1

Answer:

yes it is very difficult

Step-by-step explanation:

Answered by sayalipatil0897
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