How to do two sphere are cut from a certain uniform rock?

This does not sound like a school problem, nor mathematics.
However, since it is an interesting question, I will provide an answer, at the risk of both answer and question being deleted.

Rock (stones, minerals) can be made into spheres in a very ingeneous way.
We have a rotating drum very similar to a clothes dryer.  Inside, we put the rock or rocks intended to be cut/made into spheres.  We add coarse abrasives,  like sand, crushed diamond... depending on the material the rock is made of.  We then let the drum rotate for a long time until the rock is spherical.  However the surface will still be rough.  If we want that smooth, we have to replace the abrasive completely with a finer grade of abrasive, progressively, until the abrasive produces a smooth surface on the rock.

In fact, a machine based on the same principles is used to peel potatoes.  Nowadays, most potato chips are done in factories and most of them not peeled.

40%=2/550=1/230=3/1056=14/25

You are dumb you will drop out of high school