Question

a solid is extractly fitted inside the cubical box of side 'a'. what is the volume of the solid ?
(and don't uh dare to spam)​

Answer 1

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=2a

So, Volume of Sphere(Ball) will be 

=34π(2a)3

=61πa3

$\huge \red{}ItzBrokenHeart \:❤$

Answer 2

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

Step-by-step explanation:

thank you for the free point