Question

A cylinder is within the cube touching all the vertical faces. A cone is inside the cylinder . If their heights are the same with the same base, find the ratio of their weights

Answer 1

Answer:

Hey!this is your answer

Step-by-step explanation:

Let the edge of the cube be x meters.

Thus height of cylinder and cone be x meters

Diameter of cylinder and cone is x meters

So Radius of cylinder and cone is x/2 meters

Volume of cube = x³

using π=22/7

Volume of cylinder = πr ²h = π(x/2) ²x = 22x³/28

Volume of cone =(1/3) πr ²h = (1/3)π(x/2) ²x = 22x³/84

Cube : cylinder : cone = x³ : 22x³/28 : 22x³/84

1 : 22/28: 22/84

1 : 11/14: 11/42

42 : 33 : 11

hope it helps....