Math, asked by ketkidwivedi009, 5 months ago

A cube-shaped box has a side of 5 cm. How
many such boxes can be placed in a big
square carton of side 5 m?​

Answers

Answered by Anonymous
17

Answer:

Step-by-step explanation:

side of small cube = 5 cm

side of big cube = 5m = 500 cm

volume of small cube = (5)³

                                          = 125 cm²

volume of big cube = (500)³

                                       = 125000000 cm²

number of required box = \frac{125000000}{125}

                                       = 1000000

1000000 boxes are required

Answered by patratitasa
2

Answer:

done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done

done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done done

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