Math, asked by tarafdarmegha, 9 days ago

A block of wood in the shape of a cuboid has length =2.5m,breadth =1.5m and height= 2m. How many cubical blocks, each of edge 50 cm can be cut from it?​

Answers

Answered by BʀᴀɪɴʟʏAʙCᴅ
4

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It depends. If the block is precisely that size and the 50cm blocks must be exactly 50cm, then you can get 24, because of the lost thickness of the sawcut. You will then also have 36 blocks that have one or more dimensions less than 50cm. If you can allow the 50cm to be reduced by a portion of the width of the sawcut, then you can get 60 blocks, slightly less than 50cm. The amount that each block will be less than 50cm will depend on the width of the sawcut.

To get 60 blocks of 50cm, then the original block size must be 2.5M plus 4 sawcuts x 1.5M plus 2 sawcuts and 2M plus 3 sawcuts.

Answered by nihasrajgone2005
0

Answer:

Answer:

It depends. If the block is precisely that size and the 50cm blocks must be exactly 50cm, then you can get 24, because of the lost thickness of the sawcut. You will then also have 36 blocks that have one or more dimensions less than 50cm. If you can allow the 50cm to be reduced by a portion of the width of the sawcut, then you can get 60 blocks, slightly less than 50cm. The amount that each block will be less than 50cm will depend on the width of the sawcut.

To get 60 blocks of 50cm, then the original block size must be 2.5M plus 4 sawcuts x 1.5M plus 2 sawcuts and 2M plus 3 sawcuts.

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