Question

How many wooden cubical blocks of edge 12cm can be cut out from a wooden cubical block of edge 3 m60 cm?​

Answer 1

Step-by-step explanation:

Each side of big block is 360cm in length. So volume of big block = 360×360×360cm3

Each side of small block is 12cm in length. So volume of big block = 12×12×12cm3

So number of small blocks that can fit in big block = volumeofbigblockvolumeofsmallblock

= 360∗360∗36012∗12∗12=12∗30∗12∗30∗12∗3012∗12∗12=30∗30∗30=27,000blocks

Answer 2

Answer:

30 wooden cubical blocks