The sum of the edges of a cuboid is 256 cm, the length is four times the width, and the height is three times the width. Find the surface area and volume of the cuboid

The sum of the edges of a cuboid is 256 cm, the length is four times the width, and the height is three times the width. Find the surface area and volume of the cuboid

Qoq9645, hello:
Sum of length, width and height:256÷4=64(cm)
Width of box:64÷(4+3+1)=8(cm)
Box length:8×4=32(cm)
Height of cuboid:8×3=24(cm)
Square body surface area:2×(32×8+32×24+24×8)=2432(square cm)
The cuboid volume is:32×8×24=6144(cubic centimeter)

Three cubes with 1 dec decimetre long, are assembled into a cuboid with a volume of () decimetre and a surface area of () cm2. Three cubes with 1 decimetre edges are combined into a cuboid with a volume of () decimetre and a surface area of () cm2.

3Dm3
1400 Cm2