A solid spherical ball fits exactly inside the cubical box of side 2a. The
volume of the ball is
16
(A)
ta
3
1
(B)
3
ta
6.
32
(0)
а 3
3
4
(D)
3
Answers
Answered by
1
Answer:
A solid spherical ball fits exactly inside the cubical box of side 2a. The
volume of the ball is
16
(A)
ta
3
1
(B)
3
ta
6.
32
(0)
а 3
3
4
(D)
3
answer is d
Answered by
0
Answer:
If the ball is fitted inside the cubical box,Then Diameter of the ball must be equal to the distance between opposite faces of the Cube which is =a
Therefore, r=
2
a
So, Volume of Sphere(Ball) will be =
3
4
π(
2
a
)
3
=
6
1
πa
3
Similar questions