If the length of a cuboid is increased by 2 cm, the width and height are unchanged, and the volume is increased by 40 cubic cm; If the height is increased by 2 cm, the length and width remain unchanged, and the volume is increased by 60 cubic centimeters; If the width is increased by 2 cm and the length and height remain the same, the volume will increase by 48 cubic centimeters. How many square centimeters is the surface area of the original cuboid?

40 ÷ 2× 2+60 ÷ 2× 2+48 ÷ 2× 2 =148 (square centimeter)

A: It turns out that the surface area of a cuboid is 148 square centimeters.