Can a ball have a volume and surface area that have the same numeric value (ignoring units)?
First, please put you subject in the "School Subject" space.
Second, look at the equations for both volume and area.
V = 4/3 π r^3
A = 4 π r^2
Can 4/3 π r^3 = 4 π r^2?
Divide both sides by 4π r^2.
1/3 r = 1
r = 3
If that is true, then the answer is yes.