Answer:
The large cone will hold 53.41 cubic inches more of ice cream.
Step-by-step explanation:
Since the problem deals with how much ice cream the cones will hold, we are to calculate volumes for the small and large cones.

Large Cone
Height = 6 inches
Radius = 3 inches

Small Cone
Height = 3 inches
Radius = 1 inches

Therefore, the difference in volume

The large cone will hold 53.41 cubic inches more of ice cream.