Answer:
3.48cm³ (approximated)
Explanation:
The maximum water that bowl can hold = The volume of the bowl

Radius is half of diameter.
Given -
From the given data we can derive that the radius of the hemispherical bowl is 5cm (10/2)
Putting the known values into the formula to get the value of the volume of bowl :

= 3.48888cm³
= 3.48cm³