Answer: B
Let the radius of each sphere be \( r \) cm. ∴ According to the question, \[ \frac{4}{\cancel{3}}\pi r^3 \times \cancel{12}4 = \pi r^2 \times 64 \] i.e., \[ 16r = 64 \] So, \[ r = 4 \] ∴ The radius of each sphere is 4 cm.
Let the radius of each sphere be \( r \) cm. ∴ According to the question, \[ \frac{4}{\cancel{3}}\pi r^3 \times \cancel{12}4 = \pi r^2 \times 64 \] i.e., \[ 16r = 64 \] So, \[ r = 4 \] ∴ The radius of each sphere is 4 cm.