A cube has an edge measuring 9 cm find the number of cube of Edge 3 cm that can be cut off from it
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I hope it helps mate
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Hello Mate!
First, understand the question.
Imagine that there is a large cubical box with you whose edge is 9 cm. Remember what is formula to take out volume of cube?
Volume of cube = side³
Volume of cube = ( 9 cm )³ = 729 cm³
Lets image now you have small block whose edge is 3 cm, what will be its volume?
Volume if small block = ( 3 cm )³ = 27 cm³
Now, you have to find how many more such small blocks can be fit in big block.
Number of blocks = Volume of large block / Volume of small block.
Number of blocks = 729 cm³ / 27 cm³
= 27 block.
Hence 27 blocks of 3 cm edge can be made from a big cube of 9 cm edge.
Have great future ahead!
First, understand the question.
Imagine that there is a large cubical box with you whose edge is 9 cm. Remember what is formula to take out volume of cube?
Volume of cube = side³
Volume of cube = ( 9 cm )³ = 729 cm³
Lets image now you have small block whose edge is 3 cm, what will be its volume?
Volume if small block = ( 3 cm )³ = 27 cm³
Now, you have to find how many more such small blocks can be fit in big block.
Number of blocks = Volume of large block / Volume of small block.
Number of blocks = 729 cm³ / 27 cm³
= 27 block.
Hence 27 blocks of 3 cm edge can be made from a big cube of 9 cm edge.
Have great future ahead!
mimio24:
Thanks for your help you answer is just awesome it was very easy to understand...
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