Question

8. How many wooden cubical blocks each of edge
12 cm can be cut out from a cuboidal block of
dimensions 1.2 m X 0.72 m X 0.6 m.
What happens to the volume of a cube when its​

Answer 1

Answer:

300 wooden cubical blocks each of edge 12 cm can be cut out from a cuboidal block of dimensions 1.2 m× 0.72 m× 0.6 m .

Step-by-step explanation:

Length of block = 1.2 m

Breadth of block = 0.72 m

Height of block = 0.6 m

Volume of wooden block =

Volume of wooden block =

Side of cubical blocks = 12 cm = 0.12 m

Volume of cube =  

No. of cubical blocks =  

Hence 300 wooden cubical blocks each of edge 12 cm can be cut out from a cuboidal block of dimensions 1.2 m× 0.72 m× 0.6 m .