Answer:
2times bigger.
Explanation:
Original volume of a rectangular prism = length × width × height
V = lwh... (1)
If the original dimension is doubled
New volume V2 = 2l × 2w × 2h
V2 = 2(lwh)...(2)
Taking the ratio of both volumes
V2/V = 2(lwh)/lwh
V2/V = 2
V2 = 2V
This shows that the new volume was two times bigger than the original volume